Fall 2018

Begins on: 
Wed, 2018-08-15
Course Title Days/Times Location Instructor Class
1A  001 LEC Calculus TuTh 03:30PM - 04:59PM Stanley 105 Richard H Bamler 22140
1A  002 LEC Calculus TuTh 11:00AM - 12:29PM Valley Life Sciences 2050 Alexander Paulin 22141
1A  003 LEC Calculus TuTh 08:00AM - 09:29AM Wheeler 150 Alexander Paulin 22142
1B  001 LEC Calculus MoWeFr 12:00PM - 12:59PM Li Ka Shing 245 Emiliano Gomez 22397
1B  002 LEC Calculus TuTh 08:00AM - 09:29AM Valley Life Sciences 2050 Francis Michael Christ 22398
10A  001 LEC Methods of Mathematics: Calculus, Statistics, and Combinatorics MoWeFr 12:00PM - 12:59PM Valley Life Sciences 2050 Zvezdelina E Stankova 22078
10A  002 LEC Methods of Mathematics: Calculus, Statistics, and Combinatorics MoWeFr 10:00AM - 10:59AM Stanley 105 Zvezdelina E Stankova 22079
16A  001 LEC Analytic Geometry and Calculus MoWeFr 01:00PM - 01:59PM Stanley 105 Kelli Talaska 22171
16A  002 LEC Analytic Geometry and Calculus MoWeFr 02:00PM - 02:59PM Dwinelle 155 Kelli Talaska 22172
16B  001 LEC Analytic Geometry and Calculus MoWeFr 03:00PM - 03:59PM Dwinelle 155 Thomas Scanlon 22223
24  001 SEM Freshman Seminars Th 10:00AM - 11:59AM Evans 939 Francisco A Grunbaum 22083
32  001 LEC Precalculus MoWeFr 03:00PM - 03:59PM Stanley 105 Lauren C Heller 22391
53  001 LEC Multivariable Calculus TuTh 05:00PM - 06:29PM Dwinelle 155 James Sethian 22109
53  002 LEC Multivariable Calculus TuTh 08:00AM - 09:29AM Dwinelle 155 Daniel I Tataru 22088
54  001 LEC Linear Algebra and Differential Equations MoWeFr 10:00AM - 10:59AM Valley Life Sciences 2050 Constantin Teleman 22246
54  002 LEC Linear Algebra and Differential Equations MoWe 05:00PM - 06:29PM Wheeler 150 Nikhil Srivastava 22247
54  003 LEC Linear Algebra and Differential Equations MoWeFr 01:00PM - 01:59PM Valley Life Sciences 2050 John W. Lott 24088
55  001 LEC Discrete Mathematics MoWeFr 02:00PM - 02:59PM Valley Life Sciences 2050 Mark Haiman 22114
98  009 GRP Supervised Group Study Mo 03:00PM - 04:29PM Evans B3A Eric R Hallman 22439
98  010 GRP Supervised Group Study Mo 04:30PM - 05:59PM Evans B3A Eric R Hallman 22440
98BC  001 DIS Berkeley Connect We 06:00PM - 06:59PM Evans 7 22395
98BC  002 DIS Berkeley Connect Tu 06:00PM - 06:59PM Evans 7 22396
C103  001 LEC Introduction to Mathematical Economics TuTh 12:30PM - 01:59PM Lewis 9 Haluk I. Ergin 31080
104  001 LEC Introduction to Analysis MoWeFr 09:00AM - 09:59AM Hearst Mining 310 Jeremy K Lovejoy 22482
104  002 LEC Introduction to Analysis MoWeFr 08:00AM - 08:59AM Hearst Mining 310 Khalilah Beal 22483
104  003 LEC Introduction to Analysis MoWeFr 10:00AM - 10:59AM Hearst Mining 310 Jeremy K Lovejoy 22484
104  004 LEC Introduction to Analysis MoWeFr 12:00PM - 12:59PM Cory 241 Casey Jao 22485
104  005 LEC Introduction to Analysis MoWeFr 02:00PM - 02:59PM Cory 241 Marina Iliopoulou 22486
104  006 LEC Introduction to Analysis TuTh 09:30AM - 10:59AM Etcheverry 3107 Xuwen Zhu 24572
104  007 LEC Introduction to Analysis TuTh 09:30AM - 10:59AM Cory 247 Khrystyna Serhiyenko 25926
104  008 LEC Introduction to Analysis TuTh 12:30PM - 01:59PM Cory 247 Koji Shimizu 30958
H104  001 LEC Honors Introduction to Analysis TuTh 03:30PM - 04:59PM Evans 9 Mariusz Wodzicki 22119
110  001 LEC Linear Algebra MoWeFr 12:00PM - 12:59PM Dwinelle 155 Sug Woo Shin 22426
H110  001 LEC Honors Linear Algebra TuTh 09:30AM - 10:59AM Evans 1015 Virginia C Harrison 22156
113  001 LEC Introduction to Abstract Algebra MoWeFr 12:00PM - 12:59PM Hearst Mining 310 Vivek V. Shende 22403
113  002 LEC Introduction to Abstract Algebra MoWeFr 10:00AM - 10:59AM Cory 247 Paul A Vojta 22058
113  003 LEC Introduction to Abstract Algebra TuTh 12:30PM - 01:59PM Evans 3 Mariusz Wodzicki 22066
113  004 LEC Introduction to Abstract Algebra TuTh 08:00AM - 09:29AM Cory 241 Khrystyna Serhiyenko 22067
113  005 LEC Introduction to Abstract Algebra TuTh 09:30AM - 10:59AM Cory 241 Koji Shimizu 22068
113  006 LEC Introduction to Abstract Algebra MoWeFr 11:00AM - 11:59AM Etcheverry 3107 Sylvie M Corteel 22069
113  007 LEC Introduction to Abstract Algebra TuTh 03:30PM - 04:59PM Genetics & Plant Bio 103 Dmitry Vaintrob 26046
113  008 LEC Introduction to Abstract Algebra MoWeFr 09:00AM - 09:59AM Etcheverry 3113 Andrea S Jedwab Dickstein 34556
116  001 LEC Cryptography TuTh 08:00AM - 09:29AM Cory 289 Daniel A Bragg 34105
121A  001 LEC Mathematical Tools for the Physical Sciences MoWeFr 02:00PM - 02:59PM Cory 289 Vera Serganova 22447
123  001 LEC Ordinary Differential Equations TuTh 02:00PM - 03:29PM Etcheverry 3111 Slobodan Simic 24090
125A  001 LEC Mathematical Logic TuTh 03:30PM - 04:59PM Cory 241 Theodore Slaman 22463
126  001 LEC Introduction to Partial Differential Equations MoWeFr 11:00AM - 11:59AM McCone 141 Lawrence C Evans 25457
128A  001 LEC Numerical Analysis MoWeFr 02:00PM - 02:59PM Stanley 105 Jon A Wilkening 22146
136  001 LEC Incompleteness and Undecidability TuTh 12:30PM - 01:59PM Etcheverry 3109 Theodore Slaman 30978
141  001 LEC Elementary Differential Topology TuTh 11:00AM - 12:29PM Evans 3 Alexander B Givental 24448
143  001 LEC Elementary Algebraic Geometry TuTh 08:00AM - 09:29AM Etcheverry 3107 Dmitry Tonkonog 30979
151  001 LEC Mathematics of the Secondary School Curriculum I MoWeFr 10:00AM - 10:59AM Evans 740 Ole H Hald 30981
185  001 LEC Introduction to Complex Analysis MoWeFr 09:00AM - 09:59AM Cory 241 Tim Laux 22458
185  002 LEC Introduction to Complex Analysis MoWeFr 01:00PM - 01:59PM Evans 332 Michael J Klass 22459
185  003 LEC Introduction to Complex Analysis MoWeFr 10:00AM - 10:59AM Etcheverry 3109 Tim Laux 22460
185  005 LEC Introduction to Complex Analysis TuTh 05:00PM - 06:29PM Hearst Mining 310 David A Corwin 30984
185  006 LEC Introduction to Complex Analysis TuTh 11:00AM - 12:29PM Dwinelle 182 Semen Artamonov 32529
191  001 SEM Experimental Courses in Mathematics TuTh 02:00PM - 03:29PM Etcheverry 3113 Alexander B Givental 22450
198BC  001 DIS Berkeley Connect We 07:00PM - 07:59PM Evans 7 22379
198BC  002 DIS Berkeley Connect Tu 07:00PM - 07:59PM Evans 7 22380
202A  001 LEC Introduction to Topology and Analysis MoWeFr 09:00AM - 09:59AM Evans 60 Marc A Rieffel 22409
205  001 LEC Theory of Functions of a Complex Variable TuTh 02:00PM - 03:29PM Evans 70 Dan-Virgil Voiculescu 30999
206  001 LEC Banach Algebras and Spectral Theory MoWeFr 11:00AM - 11:59AM Evans 35 Marc A Rieffel 31000
214  001 LEC Differentiable Manifolds TuTh 12:30PM - 01:59PM Dwinelle 215 Richard H Bamler 25453
215A  001 LEC Algebraic Topology TuTh 09:30AM - 10:59AM Evans 70 James I. Conway 25934
C218A  001 LEC Probability Theory TuTh 02:00PM - 03:29PM Evans 340 James W Pitman 22378
222A  001 LEC Partial Differential Equations TuTh 09:30AM - 10:59AM Evans 740 Daniel I Tataru 22377
225A  001 LEC Metamathematics MoWeFr 11:00AM - 11:59AM Evans 31 Thomas Scanlon 22385
228A  001 LEC Numerical Solution of Differential Equations MoWeFr 01:00PM - 01:59PM Cory 241 Lin Lin 22438
235A  001 LEC Theory of Sets TuTh 11:00AM - 12:29PM Evans 61 John Steel 32291
240  001 LEC Riemannian Geometry TuTh 11:00AM - 12:29PM Evans 5 Song Sun 31001
249  001 LEC Algebraic Combinatorics MoWeFr 03:00PM - 03:59PM Evans 5 Vera Serganova 24095
250A  001 LEC Groups, Rings, and Fields TuTh 02:00PM - 03:29PM Cory 241 David Nadler 22417
254A  001 LEC Number Theory MoWeFr 01:00PM - 01:59PM Evans 31 Paul A Vojta 22461
256A  001 LEC Algebraic Geometry MoWeFr 10:00AM - 10:59AM Evans 9 Mark Haiman 22077
258  001 LEC Harmonic Analysis TuTh 11:00AM - 12:29PM Evans 891 Francis Michael Christ 31012
261A  001 LEC Lie Groups TuTh 11:00AM - 12:29PM Evans 740 David Nadler 32532
275  001 LEC Topics in Applied Mathematics MoWeFr 02:00PM - 02:59PM Evans 39 Lin Lin 31016
278  001 LEC Topics in Analysis TuTh 11:00AM - 12:29PM Evans 748 Wilfrid D Gangbo 32534
278  002 LEC Topics in Analysis TuTh 02:00PM - 03:29PM Evans 891 Fraydoun Rezakhanlou 24672
279  001 LEC Topics in Partial Differential Equations TuTh 12:30PM - 01:59PM Evans 31 Semen Dyatlov 25748
301  101 TUT Undergraduate Mathematics Instruction 24337
375  001 LEC Teaching Workshop We 04:00PM - 05:59PM Evans 740 Virginia C Harrison 22387

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMStanley 105Richard H Bamler22140
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three and one-half years of high school math, including trigonometry and analytic geometry, plus a satisfactory grade in one of the following: CEEB MAT test, an AP test, the UC/CSU math diagnostic test, or 32. Consult the mathematics department for details. Students with AP credit should consider choosing a course more advanced than 1A

Description: This sequence is intended for majors in engineering and the physical sciences. An introduction to differential and integral calculus of functions of one variable, with applications and an introduction to transcendental functions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 11:00AM - 12:29PMValley Life Sciences 2050Alexander Paulin22141
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three and one-half years of high school math, including trigonometry and analytic geometry, plus a satisfactory grade in one of the following: CEEB MAT test, an AP test, the UC/CSU math diagnostic test, or 32. Consult the mathematics department for details. Students with AP credit should consider choosing a course more advanced than 1A

Description: This sequence is intended for majors in engineering and the physical sciences. An introduction to differential and integral calculus of functions of one variable, with applications and an introduction to transcendental functions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECTuTh 08:00AM - 09:29AMWheeler 150Alexander Paulin22142
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three and one-half years of high school math, including trigonometry and analytic geometry, plus a satisfactory grade in one of the following: CEEB MAT test, an AP test, the UC/CSU math diagnostic test, or 32. Consult the mathematics department for details. Students with AP credit should consider choosing a course more advanced than 1A

Description: This sequence is intended for majors in engineering and the physical sciences. An introduction to differential and integral calculus of functions of one variable, with applications and an introduction to transcendental functions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMLi Ka Shing 245Emiliano Gomez22397
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1A

Description: Continuation of 1A. Techniques of integration; applications of integration. Infinite sequences and series. First-order ordinary differential equations. Second-order ordinary differential equations; oscillation and damping; series solutions of ordinary differential equations.

Office: 

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Course Webpage: 

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 08:00AM - 09:29AMValley Life Sciences 2050Francis Michael Christ22398
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1A

Description: Continuation of 1A. Techniques of integration; applications of integration. Infinite sequences and series. First-order ordinary differential equations. Second-order ordinary differential equations; oscillation and damping; series solutions of ordinary differential equations.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Methods of Mathematics: Calculus, Statistics, and Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMValley Life Sciences 2050Zvezdelina E Stankova22078
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three and one-half years of high school math, including trigonometry and analytic geometry

Description: This sequence is intended for majors in the life sciences. Introduction to differential and integral calculus of functions of one variable. Representation of data, elementary probability theory, statistical models, and testing.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

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Course Webpage: 

Methods of Mathematics: Calculus, Statistics, and Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 10:00AM - 10:59AMStanley 105Zvezdelina E Stankova22079
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three and one-half years of high school math, including trigonometry and analytic geometry

Description: This sequence is intended for majors in the life sciences. Introduction to differential and integral calculus of functions of one variable. Representation of data, elementary probability theory, statistical models, and testing.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMStanley 105Kelli Talaska22171
UnitsEnrollment Status
3Open

Additional Information:

Prerequisites: Three years of high school math, including trigonometry, plus a satisfactory grade in one of the following: CEEB MAT test, an AP test, the UC/CSU math diagnostic exam, or 32. Consult the mathematics department for details

Description: This sequence is intended for majors in the life and social sciences. Calculus of one variable; derivatives, definite integrals and applications, maxima and minima, and applications of the exponential and logarithmic functions.

Office: 

Office Hours: 

Required Text: 

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Grading: 

Homework: 

Course Webpage: 

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 02:00PM - 02:59PMDwinelle 155Kelli Talaska22172
UnitsEnrollment Status
3Open

Additional Information:

Prerequisites: Three years of high school math, including trigonometry, plus a satisfactory grade in one of the following: CEEB MAT test, an AP test, the UC/CSU math diagnostic exam, or 32. Consult the mathematics department for details

Description: This sequence is intended for majors in the life and social sciences. Calculus of one variable; derivatives, definite integrals and applications, maxima and minima, and applications of the exponential and logarithmic functions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMDwinelle 155Thomas Scanlon22223
UnitsEnrollment Status
3Open

Additional Information:

Prerequisites: 16A

Description: Continuation of 16A. Application of integration of economics and life sciences. Differential equations. Functions of many variables. Partial derivatives, constrained and unconstrained optimization.

Office: 

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Freshman Seminars

Schedule:

SectionDays/TimesLocationInstructorClass
001 SEMTh 10:00AM - 11:59AMEvans 939Francisco A Grunbaum22083
UnitsEnrollment Status
1Closed

Additional Information:

Prerequisites: 

Description: The Berkeley Seminar Program has been designed to provide new students with the opportunity to explore an intellectual topic with a faculty member in a small-seminar setting. Berkeley Seminars are offered in all campus departments, and topics vary from department to department and semester to semester.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Precalculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMStanley 105Lauren C Heller22391
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Three years of high school mathematics, plus satisfactory score on one of the following: CEEB MAT test, math SAT, or UC/CSU diagnostic examination

Description: Polynomial and rational functions, exponential and logarithmic functions, trigonometry and trigonometric functions. Complex numbers, fundamental theorem of algebra, mathematical induction, binomial theorem, series, and sequences.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Multivariable Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 05:00PM - 06:29PMDwinelle 155James Sethian22109
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Mathematics 1B

Description: Parametric equations and polar coordinates. Vectors in 2- and 3-dimensional Euclidean spaces. Partial derivatives. Multiple integrals. Vector calculus. Theorems of Green, Gauss, and Stokes.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Multivariable Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 08:00AM - 09:29AMDwinelle 155Daniel I Tataru22088
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Mathematics 1B

Description: Parametric equations and polar coordinates. Vectors in 2- and 3-dimensional Euclidean spaces. Partial derivatives. Multiple integrals. Vector calculus. Theorems of Green, Gauss, and Stokes.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMValley Life Sciences 2050Constantin Teleman22246
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1B or 10B. Mathematics 10B

Description: Basic linear algebra; matrix arithmetic and determinants. Vector spaces; inner product spaces. Eigenvalues and eigenvectors; orthogonality, symmetric matrices. Linear second-order differential equations; first-order systems with constant coefficients. Fourier series, application to partial differential equations.

Office: 905 Evans

Office Hours: TBA

Required Text: Linear Algebra and Differential Equations, Berkeley Custom Edition 2018

Recommended Reading: 

Grading: 40% Homework + Section, 20% each midterm, 40% final with the lowest 20% exam discarded

Homework: Assigned for every lecture, due in section.

Course Webpage: in bCourses

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWe 05:00PM - 06:29PMWheeler 150Nikhil Srivastava22247
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1B or 10B. Mathematics 10B

Description: Basic linear algebra; matrix arithmetic and determinants. Vector spaces; inner product spaces. Eigenvalues and eigenvectors; orthogonality, symmetric matrices. Linear second-order differential equations; first-order systems with constant coefficients. Fourier series, application to partial differential equations.

Office: 1035 Evans

Office Hours: M 6:40-8:00, W 12:20-2:00.

Required Text: Linear Algebra and Differential Equations, Second Custom Edition for UC Berkeley, by Lay, Nagle, Saff and Snider

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: https://math.berkeley.edu/~nikhil/courses/54.f18/

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 01:00PM - 01:59PMValley Life Sciences 2050John W. Lott24088
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1B or 10B. Mathematics 10B

Description: Basic linear algebra; matrix arithmetic and determinants. Vector spaces; inner product spaces. Eigenvalues and eigenvectors; orthogonality, symmetric matrices. Linear second-order differential equations; first-order systems with constant coefficients. Fourier series, application to partial differential equations.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Discrete Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMValley Life Sciences 2050Mark Haiman22114
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Mathematical maturity appropriate to a sophomore math class. 1A-1B recommended

Description: Logic, mathematical induction sets, relations, and functions. Introduction to graphs, elementary number theory, combinatorics, algebraic structures, and discrete probability theory.

Office: 855 Evans Hall

Office Hours: MW 11-12 and 3-3:30

Required Text: Kenneth H. Rosen, Discrete Mathematics and its Applications, Customized for UC Berkeley

Recommended Reading: 

Grading: Homework, 2 midterms, final exam

Homework: see course web page

Course Webpage: https://math.berkeley.edu/~mhaiman/math55-fall18

Supervised Group Study

Schedule:

SectionDays/TimesLocationInstructorClass
009 GRPMo 03:00PM - 04:29PMEvans B3AEric R Hallman22439
UnitsEnrollment Status
1-4Open

Additional Information:

Prerequisites: 

Description: Directed Group Study, topics vary with instructor.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Supervised Group Study

Schedule:

SectionDays/TimesLocationInstructorClass
010 GRPMo 04:30PM - 05:59PMEvans B3AEric R Hallman22440
UnitsEnrollment Status
1-4Open

Additional Information:

Prerequisites: 

Description: Directed Group Study, topics vary with instructor.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
001 DISWe 06:00PM - 06:59PMEvans 7 22395
UnitsEnrollment Status
1Open

Additional Information:

Prerequisites: 

Description: Berkeley Connect is a mentoring program, offered through various academic departments, that helps students build intellectual community. Over the course of a semester, enrolled students participate in regular small-group discussions facilitated by a graduate student mentor (following a faculty-directed curriculum), meet with their graduate student mentor for one-on-one academic advising, attend lectures and panel discussions featuring department faculty and alumni, and go on field trips to campus resources. Students are not required to be declared majors in order to participate.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
002 DISTu 06:00PM - 06:59PMEvans 7 22396
UnitsEnrollment Status
1Closed

Additional Information:

Prerequisites: 

Description: Berkeley Connect is a mentoring program, offered through various academic departments, that helps students build intellectual community. Over the course of a semester, enrolled students participate in regular small-group discussions facilitated by a graduate student mentor (following a faculty-directed curriculum), meet with their graduate student mentor for one-on-one academic advising, attend lectures and panel discussions featuring department faculty and alumni, and go on field trips to campus resources. Students are not required to be declared majors in order to participate.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Mathematical Economics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMLewis 9Haluk I. Ergin31080
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: Math 53 and 54

Description: Selected topics illustrating the application of mathematics to economic theory. This course is intended for upper-division students in Mathematics, Statistics, the Physical Sciences, and Engineering, and for economics majors with adequate mathematical preparation. No economic background is required.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

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Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMHearst Mining 310Jeremy K Lovejoy22482
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 08:00AM - 08:59AMHearst Mining 310Khalilah Beal22483
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 10:00AM - 10:59AMHearst Mining 310Jeremy K Lovejoy22484
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
004 LECMoWeFr 12:00PM - 12:59PMCory 241Casey Jao22485
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: W. Rudin, Principles of Mathematical Analysis, 3rd edition

Recommended Reading: K. Ross, Elementary Analysis

Grading: 

Homework: 

Course Webpage: https://math.berkeley.edu/~cjao/math104.html

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECMoWeFr 02:00PM - 02:59PMCory 241Marina Iliopoulou22486
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECTuTh 09:30AM - 10:59AMEtcheverry 3107Xuwen Zhu24572
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 837 Evans

Office Hours: M 3-4 PM, Th 11-Noon

Required Text: Kenneth Ross, Elementary Analysis, 2nd edition

Course Webpage: https://math.berkeley.edu/~xuwenzhu/classes/Berkeley/2018Fall104/index.html

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
007 LECTuTh 09:30AM - 10:59AMCory 247Khrystyna Serhiyenko25926
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
008 LECTuTh 12:30PM - 01:59PMCory 247Koji Shimizu30958
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 53 and 54

Description: The real number system. Sequences, limits, and continuous functions in R and R. The concept of a metric space. Uniform convergence, interchange of limit operations. Infinite series. Mean value theorem and applications. The Riemann integral.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Honors Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMEvans 9Mariusz Wodzicki22119
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: Honors section corresponding to 104. Recommended for students who enjoy mathematics and are good at it. Greater emphasis on theory and challenging problems.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Linear Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMDwinelle 155Sug Woo Shin22426
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Matrices, vector spaces, linear transformations, inner products, determinants. Eigenvectors. QR factorization. Quadratic forms and Rayleigh's principle. Jordan canonical form, applications. Linear functionals.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Honors Linear Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 1015Virginia C Harrison22156
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Honors section corresponding to course 110 for exceptional students with strong mathematical inclination and motivation. Emphasis is on rigor, depth, and hard problems.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMHearst Mining 310Vivek V. Shende22403
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 10:00AM - 10:59AMCory 247Paul A Vojta22058
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 883 Evans

Office Hours: TBD

Required Text: Fraleigh, A First Course in Abstract Algebra

Grading: 15% first midterm, 20% second midterm, 30% homework, 35% final exam

Homework: Assigned weekly.

Course Webpage: https://math.berkeley.edu/~vojta/113.html

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECTuTh 12:30PM - 01:59PMEvans 3Mariusz Wodzicki22066
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
004 LECTuTh 08:00AM - 09:29AMCory 241Khrystyna Serhiyenko22067
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECTuTh 09:30AM - 10:59AMCory 241Koji Shimizu22068
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECMoWeFr 11:00AM - 11:59AMEtcheverry 3107Sylvie M Corteel22069
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
007 LECTuTh 03:30PM - 04:59PMGenetics & Plant Bio 103Dmitry Vaintrob26046
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
008 LECMoWeFr 09:00AM - 09:59AMEtcheverry 3113Andrea S Jedwab Dickstein34556
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 54 or a course with equivalent linear algebra content

Description: Sets and relations. The integers, congruences, and the Fundamental Theorem of Arithmetic. Groups and their factor groups. Commutative rings, ideals, and quotient fields. The theory of polynomials: Euclidean algorithm and unique factorizations. The Fundamental Theorem of Algebra. Fields and field extensions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Cryptography

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 08:00AM - 09:29AMCory 289Daniel A Bragg34105
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 55

Description: Construction and analysis of simple cryptosystems, public key cryptography, RSA, signature schemes, key distribution, hash functions, elliptic curves, and applications.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Mathematical Tools for the Physical Sciences

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMCory 289Vera Serganova22447
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: Intended for students in the physical sciences who are not planning to take more advanced mathematics courses. Rapid review of series and partial differentiation, complex variables and analytic functions, integral transforms, calculus of variations.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Ordinary Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEtcheverry 3111Slobodan Simic24090
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104

Description: Existence and uniqueness of solutions, linear systems, regular singular points. Other topics selected from analytic systems, autonomous systems, Sturm-Liouville Theory.

Office: 1071 Evans

Office Hours: Wed 11:30 AM - 1:00 PM, Thu 11:00 AM -12:30 PM, and by appointment

Required Text: Morris W. Hirsch Stephen Smale Robert L. Devaney, Differential Equations, Dynamical Systems, and an Introduction to Chaos, 3rd Edition, Academic Press, 2012, Hardcover ISBN: 9780123820105, eBook ISBN: 9780123820112

Recommended Reading: See class web page.

Grading: See class web page.

Homework: See class web page.

Course Webpage: https://math.berkeley.edu/~simic/Math123/123.html

Mathematical Logic

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMCory 241Theodore Slaman22463
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: Math 113 or consent of instructor

Description: Sentential and quantificational logic. Formal grammar, semantical interpretation, formal deduction, and their interrelation. Applications to formalized mathematical theories. Selected topics from model theory or proof theory.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMMcCone 141Lawrence C Evans25457
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: Waves and diffusion, initial value problems for hyperbolic and parabolic equations, boundary value problems for elliptic equations, Green's functions, maximum principles, a priori bounds, Fourier transform.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Numerical Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMStanley 105Jon A Wilkening22146
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53 and 54

Description: Programming for numerical calculations, round-off error, approximation and interpolation, numerical quadrature, and solution of ordinary differential equations. Practice on the computer.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Incompleteness and Undecidability

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMEtcheverry 3109Theodore Slaman30978
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 53, 54, and 55

Description: Functions computable by algorithm, Turing machines, Church's thesis. Unsolvability of the halting problem, Rice's theorem. Recursively enumerable sets, creative sets, many-one reductions. Self-referential programs. Godel's incompleteness theorems, undecidability of validity, decidable and undecidable theories.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Elementary Differential Topology

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 3Alexander B Givental24448
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104 or equivalent and linear algebra

Description: Manifolds in n-dimensional Euclidean space and smooth maps, Sard's Theorem, classification of compact one-manifolds, transversality and intersection modulo 2.

Office: 

Office Hours: 

Required Text: "Elementary differential topology" by Guillemin and Pollack, any edition (there are two different ones which seem identical inside)

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Elementary Algebraic Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 08:00AM - 09:29AMEtcheverry 3107Dmitry Tonkonog30979
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 113

Description: Introduction to basic commutative algebra, algebraic geometry, and computational techniques. Main focus on curves, surfaces and Grassmannian varieties.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Mathematics of the Secondary School Curriculum I

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMEvans 740Ole H Hald30981
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 1A-1B, 53, or equivalent

Description: Theory of rational numbers based on the number line, the Euclidean algorithm and fractions in lowest terms. The concepts of congruence and similarity, equation of a line, functions, and quadratic functions.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMCory 241Tim Laux22458
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 104

Description: Analytic functions of a complex variable. Cauchy's integral theorem, power series, Laurent series, singularities of analytic functions, the residue theorem with application to definite integrals. Some additional topics such as conformal mapping.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 01:00PM - 01:59PMEvans 332Michael J Klass22459
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104

Description: Analytic functions of a complex variable. Cauchy's integral theorem, power series, Laurent series, singularities of analytic functions, the residue theorem with application to definite integrals. Some additional topics such as conformal mapping.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 10:00AM - 10:59AMEtcheverry 3109Tim Laux22460
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104

Description: Analytic functions of a complex variable. Cauchy's integral theorem, power series, Laurent series, singularities of analytic functions, the residue theorem with application to definite integrals. Some additional topics such as conformal mapping.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECTuTh 05:00PM - 06:29PMHearst Mining 310David A Corwin30984
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104

Description: Analytic functions of a complex variable. Cauchy's integral theorem, power series, Laurent series, singularities of analytic functions, the residue theorem with application to definite integrals. Some additional topics such as conformal mapping.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECTuTh 11:00AM - 12:29PMDwinelle 182Semen Artamonov32529
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 104

Description: Analytic functions of a complex variable. Cauchy's integral theorem, power series, Laurent series, singularities of analytic functions, the residue theorem with application to definite integrals. Some additional topics such as conformal mapping.

Office: Evans 1055

Office Hours: Wednesday 11:00AM-12:00PM, Thursday 1:00-3:00 PM

Required Text:  T. W. Gamelin "Complex Analysis" (ISBN 978-0387-95069-3)

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: https://math.berkeley.edu/~art/F18-Math-185.html

Experimental Courses in Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 SEMTuTh 02:00PM - 03:29PMEtcheverry 3113Alexander B Givental22450
UnitsEnrollment Status
1-4Closed

Additional Information:

Prerequisites: 

Description: This class will function as a problem-solving seminar intended, in the first place, for those who plan to take the Putnam Exam, the US and Canada math Olympiad for college students, on the first Saturday of December 2018. Our objectives will be to build participant's confidence in solving challenging math problems and, more importantly, to learn interesting mathematics, using materials of various Mathematical Circles and Olympiads as motivation.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: https://math.berkeley.edu/~giventh/19118.html

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
001 DISWe 07:00PM - 07:59PMEvans 7 22379
UnitsEnrollment Status
1Closed

Additional Information:

Prerequisites: 

Description: Berkeley Connect is a mentoring program, offered through various academic departments, that helps students build intellectual community. Over the course of a semester, enrolled students participate in regular small-group discussions facilitated by a graduate student mentor (following a faculty-directed curriculum), meet with their graduate student mentor for one-on-one academic advising, attend lectures and panel discussions featuring department faculty and alumni, and go on field trips to campus resources. Students are not required to be declared majors in order to participate.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
002 DISTu 07:00PM - 07:59PMEvans 7 22380
UnitsEnrollment Status
1Closed

Additional Information:

Prerequisites: 

Description: Berkeley Connect is a mentoring program, offered through various academic departments, that helps students build intellectual community. Over the course of a semester, enrolled students participate in regular small-group discussions facilitated by a graduate student mentor (following a faculty-directed curriculum), meet with their graduate student mentor for one-on-one academic advising, attend lectures and panel discussions featuring department faculty and alumni, and go on field trips to campus resources. Students are not required to be declared majors in order to participate.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: 

Homework: 

Course Webpage: 

Introduction to Topology and Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMEvans 60Marc A Rieffel22409
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites:  Math 104 and considerable experience with other upper-division mathematics courses and with writing proofs. Math 105, 142 and 185 give especially useful preparation. I have no restrictions on enrollment by undergraduates. See Math department staff advisors for any needed enrollment codes.

Description: This course and Math 202B are "tool courses", in that they cover some basic mathematical concepts that are of importance in virtually all areas of mathematics and its applications. In Math 202A these include: Metric spaces and general topological spaces, compactness, theorems of Tychonoff, Urysohn, Tietze, locally compact spaces; an introduction to general measure spaces and integration of functions on them, with Lebesgue measure on the real line as a key example; function spaces and the very beginnings of functional analysis. In Math 202B most of these topics will be developed further, especially measure and integration, and functional analysis.

Office: 811 Evans Hall

Office Hours: TBA

Recomended Texts: Real and Functional Analysis 3rd ed. by Serge Lang, Springer-Verlag.

Basic Real Analysis by Anthony Knapp, Birkhauser.

Advanced Real Analysis by Anthony Knapp, Birkhauser.

Analysis Now by Gert K. Pedersen, Springer-Verlag,

The Lang text gives a presentation of the material that is somewhat closer to that which I will give than the other texts. My understanding is that through an agreement between UC and the publishers, chapters of the Lang text, the Knapp texts, and the Pedersen text are available for free download by students. You may need to use campus computers to authenticate yourself to gain access.  

Grading and Homework: I plan to assign roughly-weekly problem sets. Collectively they will count for 50% of the course grade. Students are strongly encouraged to discuss the problem sets and the course content with each other, but each student should write up their own solutions, reflecting their own understanding, to turn in. Even more, if students collaborate in working out solutions, or get specific help from others, they should explicitly acknowledge this help in the written work they turn in. This is general scholarly best practice. There is no penalty for acknowledging such collaboration or help.

There will be a final examination, which will count for 35% of the course grade. There will be a midterm exam, at the regular class time, which will count for 15% of the course grade. There will be no early or make-up final examination. Nor will a make-up midterm exam be given; instead, if you tell me ahead of time that you must miss the midterm exam, then the final exam will count for 50% of your course grade. If you miss the midterm exam but do not tell me ahead of time, then you will need to bring me a doctor's note or equivalent in order to try to avoid a score of 0.

Course Webpage: There is a link to the course webpage on my homepage: math.berkeley.edu/~rieffel

Theory of Functions of a Complex Variable

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEvans 70Dan-Virgil Voiculescu30999
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 185

Description: Normal families. Riemann Mapping Theorem. Picard's theorem and related theorems. Multiple-valued analytic functions and Riemann surfaces. Further topics selected by the instructor may include: harmonic functions, elliptic and algebraic functions, boundary behavior of analytic functions and HP spaces, the Riemann zeta functions, prime number theorem.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Banach Algebras and Spectral Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMEvans 35Marc A Rieffel31000
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Math 202AB or equivalent is more than enough. Students who have studied only part of the material of Math 202AB and wish to enroll in Math 206 should discuss this with me.

Description: Banach algebras. Spectrum of a Banach algebra element. Gelfand theory of commutative Banach algebras. Analytic functional calculus. Hilbert space operators. C*-algebras of operators. Commutative C*-algebras. Spectral theorem for bounded self-adjoint and normal operators (both forms: the spectral integral and the "multiplication operator" formulation). Riesz theory of compact operators. Hilbert-Schmidt operators. Fredholm operators. The Fredholm index. Selected additional topics.

Office: 811 Evans

Office Hours: TBA

Recommended Texts:  The most comprehensive text is  A Course in Functional Analysis, John B. Conway, 2nd ed., Springer-Verlag. Also useful are  Real and Functional Analysis,  Serge Lang, 3rd ed., Springer-Verlag, and Analysis Now, Gert K. Pedersen, Springer-Verlag, in part because they also contain the material from Math 202AB that is needed for Math 206. My understanding is that through an agreementbetween UC and Springer, chapters of the first edition of the Conway book, as well as the Lang and Pedersen books,are available for free download by students. You may need to use campus computers to authenticate yourself to gain access. Links to these texts are given on the course webpage. I do not plan to assign exercises from the Conway book, so the first edition should be satisfactory.

Comments: The theory of Banach algebras is a very elegant blend of algebra and topology which provides unifying principles for a number of different parts of mathematics and its applications, notably operator theory, commutative and non-commutative harmonic analysis and the theory of group representations, and the theory of functions of one and several complex variables. But at the present time probably its most extensive use is as a foundation for non-commutative measure theory (von Neumann algebras, Math 209) and non-commutative topology and geometry (C*-algebras, Math 208). These in turn provide a foundation for quantum physics, but they also have myriad applications in many other directions, including group representations and harmonic analysis, ordinary topology and geometry, and even number theory. (For a vast panorama of the applications see Alain Connes' 1994 book "Noncommutative Geometry", which is available on the web as a free download.)

I will cover the standard topics as listed in the catalog. Beyond the basic general theory of Banach algebras this will include several forms ofthe spectral theorem for self-adjoint operators on Hilbert space,compact and Fredholm operators, and group algebras and the Fourier transform and their relation to representation theory. Further topics as time permits, probably including Toeplitz operators and their index. The problem sets will involve a number of important specific examples beyond those presented in class.

Grading and homework:  Many weeks I will give out a problem set, and the course grade will be based on the work done on these. There will be no final examination.

Course Webpage: Link on math.berkeley.edu/~rieffel

Differentiable Manifolds

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMDwinelle 215Richard H Bamler25453
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 202A

Description: Smooth manifolds and maps, tangent and normal bundles. Sard's theorem and transversality, Whitney embedding theorem. Morse functions, differential forms, Stokes' theorem, Frobenius theorem. Basic degree theory. Flows, Lie derivative, Lie groups and algebras. Additional topics selected by instructor.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Algebraic Topology

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 70James I. Conway25934
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 113 and point-set topology (e.g. 202A)

Description: Fundamental group and covering spaces, simplicial and singular homology theory with applications, cohomology theory, duality theorem. Homotopy theory, fibrations, relations between homotopy and homology, obstruction theory, and topics from spectral sequences, cohomology operations, and characteristic classes. Sequence begins fall.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Probability Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEvans 340James W Pitman22378
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 

Description: The course is designed as a sequence with Statistics C205B/Mathematics C218B with the following combined syllabus. Measure theory concepts needed for probability. Expection, distributions. Laws of large numbers and central limit theorems for independent random variables. Characteristic function methods. Conditional expectations, martingales and martingale convergence theorems. Markov chains. Stationary processes. Brownian motion.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 740Daniel I Tataru22377
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 105 or 202A

Description: The theory of boundary value and initial value problems for partial differential equations, with emphasis on nonlinear equations. Laplace's equation, heat equation, wave equation, nonlinear first-order equations, conservation laws, Hamilton-Jacobi equations, Fourier transform, Sobolev spaces.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Metamathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMEvans 31Thomas Scanlon22385
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 125B and 135

Description: Metamathematics of predicate logic. Completeness and compactness theorems. Interpolation theorem, definability, theory of models. Metamathematics of number theory, recursive functions, applications to truth and provability. Undecidable theories. Sequence begins fall.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Numerical Solution of Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMCory 241Lin Lin22438
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 128A

Description: Ordinary differential equations: Runge-Kutta and predictor-corrector methods; stability theory, Richardson extrapolation, stiff equations, boundary value problems. Partial differential equations: stability, accuracy and convergence, Von Neumann and CFL conditions, finite difference solutions of hyperbolic and parabolic equations. Finite differences and finite element solution of elliptic equations.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Theory of Sets

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 61John Steel32291
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 125A and 135

Description: Axiomatic foundations. Operations on sets and relations. Images and set functions. Ordering, well-ordering, and well-founded relations; general principles of induction and recursion. Ranks of sets, ordinals and their arithmetic. Set-theoretical equivalence, similarity of relations; definitions by abstraction. Arithmetic of cardinals. Axiom of choice, equivalent forms, and consequences. Sequence begins fall.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Riemannian Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 5Song Sun31001
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 214

Description: Riemannian metric and Levi-Civita connection, geodesics and completeness, curvature, first and second variations of arc length. Additional topics such as the theorems of Myers, Synge, and Cartan-Hadamard, the second fundamental form, convexity and rigidity of hypersurfaces in Euclidean space, homogeneous manifolds, the Gauss-Bonnet theorem, and characteristic classes.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Algebraic Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMEvans 5Vera Serganova24095
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 250A or consent of instructor

Description: (I) Enumeration, generating functions and exponential structures, (II) Posets and lattices, (III) Geometric combinatorics, (IV) Symmetric functions, Young tableaux, and connections with representation theory. Further study of applications of the core material and/or additional topics, chosen by instructor.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Groups, Rings, and Fields

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMCory 241David Nadler22417
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 114 or consent of instructor

Description: Group theory, including the Jordan-Holder theorem and the Sylow theorems. Basic theory of rings and their ideals. Unique factorization domains and principal ideal domains. Modules. Chain conditions. Fields, including fundamental theorem of Galois theory, theory of finite fields, and transcendence degree.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Number Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMEvans 31Paul A Vojta22461
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 250A for 254A; 254A for 254B

Description: Valuations, units, and ideals in number fields, ramification theory, quadratic and cyclotomic fields, topics from class field theory, zeta-functions and L-series, distribution of primes, modular forms, quadratic forms, diophantine equations, P-adic analysis, and transcendental numbers. Sequence begins fall.

Office: 883 Evans

Office Hours: TBD

Required Text: Neukirch, Algebraic Number Theory

Recommended Reading: 

Grading: Letter grade.

Homework: Due weekly

Course Webpage: https://math.berkeley.edu/~vojta/254a.html

Algebraic Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMEvans 9Mark Haiman22077
UnitsEnrollment Status
4Closed

Additional Information:

Prerequisites: 250A-250B for 256A; 256A for 256B

Description: Affine and projective algebraic varieties. Theory of schemes and morphisms of schemes. Smoothness and differentials in algebraic geometry. Coherent sheaves and their cohomology. Riemann-Roch theorem and selected applications. Sequence begins fall.

Office: 855 Evans

Office Hours: MW 11-12 and 3-3:30. There may be many Math 55 students at my official office hours, so you might do better to look for me at other times.

Required Text / Recommended Reading: See course web page

Grading: Based on homework; see web page

Course Webpage: https://math.berkeley.edu/~mhaiman/math256-fall18-spring19

Harmonic Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 891Francis Michael Christ31012
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 206 or a basic knowledge of real, complex, and linear analysis

Description: Basic properties of Fourier series, convergence and summability, conjugate functions, Hardy spaces, boundary behavior of analytic and harmonic functions. Additional topics at the discretion of the instructor.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Lie Groups

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 740David Nadler32532
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 214

Description: Lie groups and Lie algebras, fundamental theorems of Lie, general structure theory; compact, nilpotent, solvable, semi-simple Lie groups; classification theory and representation theory of semi-simple Lie algebras and Lie groups, further topics such as symmetric spaces, Lie transformation groups, etc., if time permits. In view of its simplicity and its wide range of applications, it is preferable to cover compact Lie groups and their representations in 261A. Sequence begins Fall.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Topics in Applied Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMEvans 39Lin Lin31016
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Consent of instructor

Title:

Mathematical Introduction to Electronic structure Theory

Tenative syllabus:

Brief introduction to quantum mechanics; Quantum many body problem; Hartree-Fock method; Kohn-Sham density functional theory; Density matrix method; Green's function method; Perturbation theory; Feynman diagrams

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Topics in Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 748Wilfrid D Gangbo32534
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Consent of instructor

Description: This is a graduate level course, to cover some of the analytical aspects of Mean Field Games. In the recent years, the number of areas of applications of the Mean Field Games theory have exploded, especially because the theory provides the simplest method to handle control problems with several agents. This includes communication networks, data networks, power systems, crowd motion, trade crowding and learning in Mean FieldGames. Despite the recent pioneer work by Cardialaguet–Delarue–Lasry–Lions, the theoryof Mean Field Games is not yet out of its infancy. We will briefly cover the needed stochastic analysis aspect at the undergraduate course level. Other useful geometric concepts will be briefly mentioned in order to quickly get to the heart of the matter.

This course will be taught by visiting Chancellor's Professor Wilfrid Gangbo.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

Topics in Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 02:00PM - 03:29PMEvans 891Fraydoun Rezakhanlou24672
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Consent of instructor

Description: 

In this course we will explore the connection between Hamilton-Jacobi PDE, Hamiltonian ODE and Symplectic Topology. Hamiltonian systems of ordinary differential equations appear in celestial mechanics to describe the motion of planets. We regard a Hamiltonian system  completely integrable if there exists a change of coordinates such that our Hamiltonian system in new coordinates is still Hamiltonian but now associated with a Hamiltonian function that is independent of position. For completely integrable systems the new momentum coordinates are conserved and the set of points at which the new momentum takes a fixed vector is invariant for the flow of our system. These invariant sets are homeomorphic to tori in many classical examples of completely integrable systems. According to Kolmogorov-Arnold-Moser (KAM) Theory, many of the invariant tori survive when a completely integrable system  is slightly perturbed. Aubry-Mather Theory construct a family of invariant sets provided that the Hamiltonian function is convex in the momentum variable.  A. Fathi uses viscosity solutions of the associated Hamilton-Jacobi PDE to construct Aubry-Mather invariant measures. Recently there have been several interesting works to understand the connection between Aubry-Mather Theory and Symplectic Topology. The hope is to use tools from Symplectic Topology to construct interesting invariant sets/measures for Hamiltonian systems associated with non-convex Hamiltonian functions. In this course, we also explore the connection between Aubry-Mather Theory and the homogenization phenomena for Hamilton-Jacobi PDEs when the Hamiltonian function is selected randomly according to a translation invariant probability measure.

Office: Evans 803

Office Hours: TT 3:30-4:30

Required Text: 

Recommended Reading: 

Grading: Letter grade.

Homework: 

Course Webpage: 

https://math.berkeley.edu/~rezakhan/Math278

Topics in Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMEvans 31Semen Dyatlov25748
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: Math 202A+B, or Math 222A, or consent of instructor. Can be taken concurrently with Math 222A.

Description: Semiclassical analysis is a mathematical theory underlying the classical/quantum, or particle/wave, correspondence. A key concept in semiclassical analysis is the notion of microlocalization, namely localization of functions in both position and frequency space. Another important component is propagation of singularities, which when applied to the wave equation explains why light travels along straight lines. In the recent years semiclassical analysis has found many new and exciting applications, among others to scattering theory, dynamical systems, quantum chaos, and general relativity. In this course we follow Maciej Zworski's book "Semiclassical Analysis", starting with the basic theory and ending with applications such as quantum ergodicity.

Office:  805 Evans Hall

Office Hours:   Tuesdays 2–3 and by appointment

Required Text: Maciej Zworski, "Semiclassical Analysis". The UCB Library call number is QC174.17.D54 Z96 2012 .

Grading: Letter grade based on homework.

Course Webpage: http://math.berkeley.edu/~dyatlov/279/

Undergraduate Mathematics Instruction

Schedule:

SectionDays/TimesLocationInstructorClass
101 TUT   24337
UnitsEnrollment Status
1-2Open

Additional Information:

Prerequisites: Permission of SLC instructor, as well as sophomore standing and at least a B average in two semesters of calculus. Apply at Student Learning Center

Description: May be taken for one unit by special permission of instructor. Tutoring at the Student Learning Center or for the Professional Development Program.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Offered for pass/not pass grade only.

Homework: 

Course Webpage: 

Teaching Workshop

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECWe 04:00PM - 05:59PMEvans 740Virginia C Harrison22387
UnitsEnrollment Status
4Open

Additional Information:

Prerequisites: 300, graduate standing and appointment as a Graduate Student Instructor

Description: Mandatory for all graduate student instructors teaching for the first time in the Mathematics Department. The course consists of practice teaching, alternatives to standard classroom methods, guided group and self-analysis of videotapes, reciprocal classroom visitations, and an individual project.

Office: 

Office Hours: 

Required Text: 

Recommended Reading: 

Grading: Offered for satisfactory/unsatisfactory grade only.

Homework: 

Course Webpage: 

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMStanley 105Richard H Bamler22140
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISMoWeFr 08:00AM - 08:59AMCampbell Hall 131Andrew Gitlin22143
102 DISMoWeFr 09:00AM - 09:59AMEvans 87Andrew Gitlin22144
103 DISMoWeFr 10:00AM - 10:59AMEvans 71Mikayla Lynn Kelley22145
104 DISMoWeFr 11:00AM - 11:59AMEvans 87Mikayla Lynn Kelley22110
105 DISMoWeFr 12:00PM - 12:59PMEvans 4Chi Cheuk Tsang22111
106 DISMoWeFr 01:00PM - 01:59PMEvans 6Haoren Xiong24659
107 DISMoWeFr 02:00PM - 02:59PMEvans 6Haoren Xiong24660
108 DISMoWeFr 03:00PM - 03:59PMEvans 75Chi Cheuk Tsang22120
109 DISMoWeFr 04:00PM - 04:59PMEvans 71Yuan Yao22121
110 DISMoWeFr 05:00PM - 05:59PMStanley 179Yuan Yao30855

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 11:00AM - 12:29PMValley Life Sciences 2050Alexander Paulin22141
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISMoWeFr 08:00AM - 08:59AMLatimer 105Xianglong Ni22098
202 DISMoWeFr 08:00AM - 08:59AMCory 285Adele L Padgett22230
203 DISMoWeFr 09:00AM - 09:59AMLatimer 122Xianglong Ni22237
204 DISMoWeFr 09:00AM - 09:59AMEvans 81Adele L Padgett22238
205 DISMoWeFr 10:00AM - 10:59AMEvans 5Foster Tom22239
206 DISMoWeFr 10:00AM - 10:59AMEvans 75Jacopo Di Bonito22240
207 DISMoWeFr 11:00AM - 11:59AMEvans 85Foster Tom22241
208 DISMoWeFr 12:00PM - 12:59PMEvans 6Jacopo Di Bonito22242
209 DISMoWeFr 01:00PM - 01:59PMEvans 71Moor Xu22243
210 DISMoWeFr 02:00PM - 02:59PMEvans 71Jeffrey Kuan22244
211 DISMoWeFr 03:00PM - 03:59PMEvans 4Jeffrey Kuan22245
212 DISMoWeFr 04:00PM - 04:59PMEvans 4Moor Xu24670
213 DISMoWeFr 04:00PM - 04:59PMEvans 2Kate Edwards22210
214 DISMoWeFr 05:00PM - 05:59PMEvans 2Kate Edwards22211

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECTuTh 08:00AM - 09:29AMWheeler 150Alexander Paulin22142
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
301 DISMoWeFr 08:00AM - 08:59AMEvans 81Shinu Cho22231
302 DISMoWeFr 08:00AM - 08:59AMEvans 75Riley Teson Price22232
303 DISMoWeFr 09:00AM - 09:59AMLatimer 121Riley Teson Price22233
304 DISMoWeFr 09:00AM - 09:59AMEvans 71Shinu Cho22234
305 DISMoWeFr 10:00AM - 10:59AMLatimer 121Eduardo Camilo Oregon Reyes22235
306 DISMoWeFr 10:00AM - 10:59AMEvans 81Dongxiao Yu24669
307 DISMoWeFr 11:00AM - 11:59AMEvans 71Eduardo Camilo Oregon Reyes22194
308 DISMoWeFr 12:00PM - 12:59PMEvans 71Theodore Coyne22195
309 DISMoWeFr 01:00PM - 01:59PMEvans 75Diego Bejarano Rayo22196
310 DISMoWeFr 02:00PM - 02:59PMEvans 75Diego Bejarano Rayo22197
311 DISMoWeFr 03:00PM - 03:59PMCory 285Aaron N Brookner25397
312 DISMoWeFr 04:00PM - 04:59PMCory 285Kathleen Michelle Lamont25399
313 DISMoWeFr 05:00PM - 05:59PMEvans 87Kathleen Michelle Lamont25400
314 DISMoWeFr 05:00PM - 05:59PMEvans 81Aaron N Brookner25401
315 DISMoWeFr 01:00PM - 01:59PMDwinelle 259Dongxiao Yu33753
316 DISMoWeFr 02:00PM - 02:59PMCory 237Theodore Coyne33754
317 DISMoWeFr 04:00PM - 04:59PMBarker 110Aaron N Brookner34246

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMLi Ka Shing 245Emiliano Gomez22397
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTuTh 08:00AM - 09:29AMEvans 71Anningzhe Gao22399
102 DISTuTh 08:00AM - 09:29AMEvans 6Jianwei Xiao24673
103 DISTuTh 09:30AM - 10:59AMLatimer 105Jianwei Xiao22400
104 DISTuTh 09:30AM - 10:59AMEvans 87Anningzhe Gao22401
105 DISTuTh 11:00AM - 12:29PMEvans 81Jonathan Liu22477
106 DISTuTh 12:30PM - 01:59PMLatimer 102Isabelle Susheela Shankar30898
107 DISTuTh 02:00PM - 03:29PMEvans 75Isabelle Susheela Shankar22478
108 DISTuTh 03:30PM - 04:59PMEvans 71Jiefu Zhang22479
109 DISTuTh 03:30PM - 04:59PMEvans 6Chen Shen22480
110 DISTuTh 05:00PM - 06:29PMEvans 2Jiefu Zhang24679
111 DISTuTh 05:00PM - 06:29PMEvans 5Jonathan Liu34312
112 DISTuTh 02:00PM - 03:29PMEvans 35Chen Shen34323

Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 08:00AM - 09:29AMValley Life Sciences 2050Francis Michael Christ22398
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISMoWeFr 08:00AM - 08:59AMWheeler 24Amrit Daswaney22475
202 DISMoWeFr 08:00AM - 08:59AMDwinelle 247Divya S Divya24137
203 DISMoWeFr 09:00AM - 09:59AMCory 237Ze Xu24141
204 DISMoWeFr 09:00AM - 09:59AMHildebrand B56Zirui Zhou22101
205 DISMoWeFr 11:00AM - 11:59AMKroeber 238Mariel Josephine Supina22102
206 DISMoWeFr 12:00PM - 12:59PMValley Life Sciences 2032Eleanor Grace McSpirit30905
208 DISMoWeFr 12:00PM - 12:59PMBarrows 155Mariel Josephine Supina22103
209 DISMoWeFr 02:00PM - 02:59PMLatimer 122Divya S Divya22113
210 DISMoWeFr 12:00PM - 12:59PMEvans 31Ravi Fernando24560
211 DISMoWeFr 11:00AM - 11:59AMDwinelle 83Kubrat Aleksandrov Danailov25427
212 DISMoWeFr 10:00AM - 10:59AMDwinelle 243Kubrat Aleksandrov Danailov25428
215 DISMoWeFr 01:00PM - 01:59PMBarrows 174Ravi Fernando33647
216 DISMoWeFr 10:00AM - 10:59AMEvans 3Ze Xu34247
217 DISMoWeFr 05:00PM - 05:59PMDwinelle 258Eleanor Grace McSpirit34275
218 DISMoWeFr 08:00AM - 08:59AMLatimer 122Zirui Zhou34276
219 DISMoWeFr 09:00AM - 09:59AMEvans 736Amrit Daswaney34320

Methods of Mathematics: Calculus, Statistics, and Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMValley Life Sciences 2050Zvezdelina E Stankova22078
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTuTh 08:00AM - 09:29AMLatimer 105Valerie Green22080
102 DISTuTh 08:00AM - 09:29AMKroeber 115Kaushiki Priyam22081
103 DISTuTh 09:30AM - 10:59AMLatimer 122Tahsin Saffat22082
104 DISTuTh 09:30AM - 10:59AMEvans 85Theodore T Zhu22410
105 DISTuTh 11:00AM - 12:29PMLatimer 122Kaushiki Priyam22411
106 DISTuTh 11:00AM - 12:29PMEvans 75Pen Qin Long22412
107 DISTuTh 11:00AM - 12:29PMEvans 71Zishen Cheng22413
108 DISTuTh 12:30PM - 01:59PMEvans 4Pen Qin Long22414
109 DISTuTh 12:30PM - 01:59PMBarker 110Zishen Cheng22418
110 DISTuTh 02:00PM - 03:29PMEvans 71Theodore T Zhu22419
111 DISTuTh 02:00PM - 03:29PMEvans 6Aaron Scherf22420
112 DISTuTh 03:30PM - 04:59PMDwinelle 283Harry Quoc Luu22421
113 DISTuTh 03:30PM - 04:59PMDwinelle 259Aaron Scherf22422
114 DISTuTh 05:00PM - 06:29PMDwinelle 235Harry Quoc Luu24143
115 DISTuTh 05:00PM - 06:29PMLatimer 105Tahsin Saffat24144
116 DISTuTh 05:00PM - 06:29PMLatimer 102Valerie Green30914

Methods of Mathematics: Calculus, Statistics, and Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 10:00AM - 10:59AMStanley 105Zvezdelina E Stankova22079
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISTuTh 08:00AM - 09:29AMEvans 4Jackson Tank Van Dyke22423
202 DISTuTh 08:00AM - 09:29AMEvans 2Sareum Kim22424
203 DISTuTh 09:30AM - 10:59AMEvans 81Sareum Kim22425
204 DISTuTh 11:00AM - 12:29PMEvans 6Ke Liu22404
205 DISTuTh 11:00AM - 12:29PMEvans 4Yirong Zhen22405
206 DISTuTh 12:30PM - 01:59PMKroeber 115Jackson Tank Van Dyke22406
207 DISTuTh 02:00PM - 03:29PMEvans 4Tristan Hull22407
208 DISTuTh 02:00PM - 03:29PMEvans 2Yirong Zhen22408
210 DISTuTh 03:30PM - 04:59PMLatimer 105Ke Liu24656
211 DISTuTh 05:00PM - 06:29PMCory 285Tristan Hull22085
212 DISTuTh 05:00PM - 06:29PM  33205
213 DISTuTh 05:00PM - 06:29PM  33206
214 DISTuTh 05:00PM - 06:29PM  33456
215 DISTuTh 02:00PM - 03:29PM  33828

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMStanley 105Kelli Talaska22171
UnitsEnrollment Status
3Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTu 08:00AM - 09:29AMDwinelle 243Yue Zhang22173
102 DISTu 08:00AM - 09:29AMDwinelle 234Safia Dziri22174
103 DISTu 02:00PM - 03:29PMLatimer 122Ziwen Zhao22175
104 DISTu 09:30AM - 10:59AMEvans 2Safia Dziri22176
105 DISTu 11:00AM - 12:29PMEvans 736James A Hagborg22149
106 DISTu 11:00AM - 12:29PMEvans 2Yue Zhang22150
107 DISTu 12:30PM - 01:59PMEvans 736Frederick Huang22151
108 DISTu 12:30PM - 01:59PMEvans 748Ziwen Zhao24661
109 DISTu 02:00PM - 03:29PMKroeber 115Jana Sotakova22152
110 DISTu 03:30PM - 04:59PMKroeber 115Eric A Husted24662
111 DISTu 05:00PM - 06:29PMKroeber 115Eric A Husted24663
112 DISTu 05:00PM - 06:29PMDwinelle 183Jana Sotakova22153

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 02:00PM - 02:59PMDwinelle 155Kelli Talaska22172
UnitsEnrollment Status
3Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISTh 11:00AM - 12:29PMBarker 110James A Hagborg22160
202 DISTh 08:00AM - 09:29AMDwinelle 243Shenghan Zhang22161
203 DISTh 02:00PM - 03:29PMEvans 5James A Hagborg22130
204 DISTh 09:30AM - 10:59AMCory 285Safia Dziri22131
205 DISTh 11:00AM - 12:29PMEvans 736Shenghan Zhang22132
206 DISTh 09:30AM - 10:59AMEvans 736Shenghan Zhang22133
207 DISTh 11:00AM - 12:29PMCory 285Yue Zhang22134
208 DISTh 12:30PM - 01:59PMEvans 736Sarah Firestone22135
210 DISTh 12:30PM - 01:59PMDwinelle 235Frederick Huang22137
211 DISTh 02:00PM - 03:29PMHaviland 321Ziwen Zhao22138
212 DISTh 02:00PM - 03:29PMDwinelle 179Frederick Huang22139
213 DISTh 03:30PM - 04:59PMDwinelle 206Eric A Husted22075
215 DISTh 05:00PM - 06:29PMDwinelle 206Jana Sotakova24621

Analytic Geometry and Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMDwinelle 155Thomas Scanlon22223
UnitsEnrollment Status
3Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTu 08:00AM - 09:29AMEtcheverry 3105Jiaming Wang22224
102 DISTu 08:00AM - 09:29AMLeConte 385Yi LAi22225
103 DISTu 08:00AM - 09:29AMEvans 70Storm Weiner22226
104 DISTu 09:30AM - 10:59AMCory 237Jiaming Wang25409
105 DISTu 09:30AM - 10:59AMLatimer 102Mariana Vicaria30926
106 DISTu 09:30AM - 10:59AMEvans 736Mihai Munteanu30927
107 DISTu 05:00PM - 06:29PMDwinelle 228Zixin Jiang22227
108 DISTu 02:00PM - 03:29PMEvans 5Jiaming Wang25410
109 DISTu 03:30PM - 04:59PMBarrows 50Mariana Vicaria22228
110 DISTu 11:00AM - 12:29PMDwinelle 179Yi LAi22229
112 DISTu 02:00PM - 03:29PMHaviland 321Zixin Jiang22191
113 DISTu 12:30PM - 01:59PMEvans 7Yi LAi22192
114 DISTu 03:30PM - 04:59PMEvans 5Mihai Munteanu22193
115 DISTu 03:30PM - 04:59PMDwinelle 83Storm Weiner22209
116 DISTu 03:30PM - 04:59PMWheeler 24Zixin Jiang30928
117 DISTu 05:00PM - 06:29PMDwinelle 187Mihai Munteanu25464
118 DISTu 05:00PM - 06:29PMBarrows 174Mariana Vicaria30929

Freshman Seminars

Schedule:

SectionDays/TimesLocationInstructorClass
001 SEMTh 10:00AM - 11:59AMEvans 939Francisco A Grunbaum22083
UnitsEnrollment Status
1Closed

Precalculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMStanley 105Lauren C Heller22391
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISMoWe 08:00AM - 08:59AMEvans 2Dun Tang22467
103 DISMoWe 09:00AM - 09:59AMKroeber 115Katie Lynn Henderson22469
104 DISMoWe 09:00AM - 09:59AMEvans 2Dun Tang22470
105 DISMoWe 10:00AM - 10:59AMEvans 2Anqi Zhang22471
106 DISMoWe 10:00AM - 10:59AMLatimer 105Yonah Borns-Weil22472
107 DISMoWe 11:00AM - 11:59AMEvans 2Anqi Zhang22473
109 DISMoWe 12:00PM - 12:59PMEvans 75Yonah Borns-Weil25461
110 DISMoWe 01:00PM - 01:59PMEvans 2Katie Lynn Henderson30930

Multivariable Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 05:00PM - 06:29PMDwinelle 155James Sethian22109
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISMoWeFr 08:00AM - 08:59AMEvans 6Tongge Wu22089
102 DISMoWeFr 08:00AM - 08:59AMEvans 71Yixuan Li22212
103 DISMoWeFr 09:00AM - 09:59AMEvans 4Chang Yoon Park22213
104 DISMoWeFr 09:00AM - 09:59AMEvans 6Tongge Wu22214
105 DISMoWeFr 10:00AM - 10:59AMEvans 6Larsen Drew Linov22215
106 DISMoWeFr 10:00AM - 10:59AMEvans 85Chang Yoon Park22216
107 DISMoWeFr 11:00AM - 11:59AMEvans 4Yixuan Li22217
108 DISMoWeFr 11:00AM - 11:59AMEvans 6Larsen Drew Linov22218
109 DISMoWeFr 12:00PM - 12:59PMEvans 81Shahen Mirzoyan22219
110 DISMoWeFr 12:00PM - 12:59PMEvans 85Frank Wang22220
111 DISMoWeFr 01:00PM - 01:59PMEvans 81Max Wimberley22221
112 DISMoWeFr 01:00PM - 01:59PMEvans 85Frank Wang22222
113 DISMoWeFr 02:00PM - 02:59PMEvans 81Boyan Xu22189
114 DISMoWeFr 02:00PM - 02:59PMEvans 85Max Wimberley22198
115 DISMoWeFr 03:00PM - 03:59PMEvans 6Boyan Xu22199
116 DISMoWeFr 03:00PM - 03:59PMEvans 71Shahen Mirzoyan22200
117 DISMoWeFr 04:00PM - 04:59PMEvans 6Nima Moini22201
118 DISMoWeFr 05:00PM - 05:59PMEvans 75Nima Moini25822

Multivariable Calculus

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 08:00AM - 09:29AMDwinelle 155Daniel I Tataru22088
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISMoWeFr 08:00AM - 08:59AMEvans 85Daniel O Chupin22202
202 DISMoWeFr 08:00AM - 08:59AMEvans 87James J Rowan24668
203 DISMoWeFr 09:00AM - 09:59AMEvans 75James J Rowan22203
204 DISMoWeFr 09:00AM - 09:59AMEvans 85Daniel O Chupin22204
205 DISMoWeFr 10:00AM - 10:59AMEvans 87Michael J Yeh22205
206 DISMoWeFr 10:00AM - 10:59AMCory 285Aaron David Doman22206
207 DISMoWeFr 11:00AM - 11:59AMEvans 75Joe Stahl22207
208 DISMoWeFr 11:00AM - 11:59AMEvans 81Michael J Yeh22208
209 DISMoWeFr 12:00PM - 12:59PMEvans 87Joe Stahl22187
210 DISMoWeFr 12:00PM - 12:59PMLatimer 105Kyeongsik Sik Nam22188
211 DISMoWeFr 01:00PM - 01:59PMEvans 87Kyeongsik Sik Nam24667
212 DISMoWeFr 01:00PM - 01:59PMCory 285Max Zubkov24154
213 DISMoWeFr 02:00PM - 02:59PMEvans 2Aaron David Doman24155
214 DISMoWeFr 02:00PM - 02:59PMCory 285Max Zubkov24156
215 DISMoWeFr 03:00PM - 03:59PMEvans 81Anna Zarkh24800
216 DISMoWeFr 03:00PM - 03:59PMEvans 85Mohandas K Pillai25952
217 DISMoWeFr 04:00PM - 04:59PMEvans 75Anna Zarkh25953
218 DISMoWeFr 04:00PM - 04:59PMEvans 87Mohandas K Pillai26040

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMValley Life Sciences 2050Constantin Teleman22246
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTuTh 08:00AM - 09:29AMEvans 75Christopher LP Kuo22248
102 DISTuTh 08:00AM - 09:29AMEvans 81Ritwik Ghosh22249
103 DISTuTh 11:00AM - 12:29PMCory 237Jian Wang22252
104 DISTuTh 03:30PM - 04:59PMEvans 2Jeremy Meza22253
105 DISTuTh 11:00AM - 12:29PMEvans 87Dong Gyu Lim22254
106 DISTuTh 11:00AM - 12:29PMLatimer 105David A Keating22255
107 DISTuTh 09:30AM - 10:59AMEtcheverry 3119Ritwik Ghosh22256
108 DISTuTh 12:30PM - 01:59PMEvans 6Kiran Luecke22257
109 DISTuTh 12:30PM - 01:59PMEvans 71Baichuan Huang22054
110 DISTuTh 12:30PM - 01:59PMEvans 75Jeremy Meza22055
111 DISTuTh 02:00PM - 03:29PMEvans 85Kiran Luecke22177
112 DISTuTh 02:00PM - 03:29PMEvans 87Baichuan Huang24664
113 DISTuTh 02:00PM - 03:29PMCory 285Jian Wang22178
115 DISTuTh 03:30PM - 04:59PMEvans 81Dong Gyu Lim22179
116 DISTuTh 05:00PM - 06:29PMEvans 6David A Keating22180
118 DISTuTh 05:00PM - 06:29PMEvans 75Christopher LP Kuo22045

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWe 05:00PM - 06:29PMWheeler 150Nikhil Srivastava22247
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
201 DISTuTh 08:00AM - 09:29AMEvans 85Kyle Russ-Navarro22049
202 DISTuTh 08:00AM - 09:29AMEvans 87David James Casey22050
203 DISTuTh 08:00AM - 09:29AMEvans 5Onyebuchi Ekenta22162
204 DISTuTh 08:00AM - 09:29AMCory 285Benjamin Siskind22163
205 DISTuTh 03:30PM - 04:59PMDwinelle 187Satyaki Mukherjee22164
206 DISTuTh 09:30AM - 10:59AMEvans 5Kyle Russ-Navarro22165
207 DISTuTh 09:30AM - 10:59AMLatimer 121David James Casey22166
208 DISTuTh 12:30PM - 01:59PMCory 237Benjamin Siskind22167
210 DISTuTh 11:00AM - 12:29PMLatimer 121Jorge Garza Vargas22169
211 DISTuTh 12:30PM - 01:59PMEvans 81Nicholas R Ryder22170
212 DISTuTh 12:30PM - 01:59PMEvans 85Jorge Garza Vargas24666
213 DISTuTh 12:30PM - 01:59PMEvans 87Calvin Mcphail-Snyder22182
214 DISTuTh 02:00PM - 03:29PMLatimer 105Calvin Mcphail-Snyder22183
215 DISTuTh 12:30PM - 01:59PMDwinelle 283Michael B Smith22184
216 DISTuTh 02:00PM - 03:29PMEvans 81Nicholas R Ryder22464
217 DISTuTh 03:30PM - 04:59PMEvans 85Alois Cerbu22465
218 DISTuTh 03:30PM - 04:59PMValley Life Sciences 2038Onyebuchi Ekenta30932
219 DISTuTh 03:30PM - 04:59PMValley Life Sciences 2062Michael B Smith30933
220 DISTuTh 03:30PM - 04:59PMWheeler 124Alexander R Rusciano30934
221 DISTuTh 05:00PM - 06:29PMDwinelle 254Satyaki Mukherjee30935
222 DISTuTh 05:00PM - 06:29PMDwinelle 255Alois Cerbu30936
223 DISTuTh 05:00PM - 06:29PMDwinelle 258Michael B Smith30937
224 DISTuTh 05:00PM - 06:29PMDwinelle 259James P Dix30938
225 DISTuTh 03:30PM - 04:59PMDwinelle 87James P Dix32548

Linear Algebra and Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 01:00PM - 01:59PMValley Life Sciences 2050John W. Lott24088
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
301 DISTuTh 08:00AM - 09:29AMBarker 110Emily Bain24175
302 DISTuTh 08:00AM - 09:29AMDwinelle 205Mostafa Adnane24176
303 DISTuTh 12:30PM - 01:59PMEvans 5Emily Bain24177
304 DISTuTh 08:00AM - 09:29AMDwinelle 258Saghi Sadoughi Sadoughi Khosroshahi24178
305 DISTuTh 11:00AM - 12:29PMEvans 85Mubarek Saleh Hassen24179
306 DISTuTh 11:00AM - 12:29PMStanley 179Magda L Hlavacek24180
307 DISTuTh 11:00AM - 12:29PMEvans 70Saghi Sadoughi Sadoughi Khosroshahi24802
308 DISTuTh 12:30PM - 01:59PMCory 285Jeffmin Lin24181
309 DISTuTh 12:30PM - 01:59PMLatimer 105Mubarek Saleh Hassen24182
310 DISTuTh 12:30PM - 01:59PMDwinelle 179Magda L Hlavacek24183
311 DISTuTh 03:30PM - 04:59PMLatimer 102Jeffmin Lin24803
312 DISTuTh 03:30PM - 04:59PMEvans 87Luya Wang24184
313 DISTuTh 03:30PM - 04:59PMCory 285Guillaume Massas24185
314 DISTuTh 05:00PM - 06:29PMEvans 81Luya Wang24186
315 DISTuTh 05:00PM - 06:29PMEvans 85Mostafa Adnane24187
316 DISTuTh 05:00PM - 06:29PMEvans 87Guillaume Massas24188

Discrete Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMValley Life Sciences 2050Mark Haiman22114
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISMoWe 08:00AM - 08:59AMKroeber 115Kenneth Hung22115
102 DISMoWe 08:00AM - 08:59AMBarker 110Christopher Miller22116
103 DISMoWe 09:00AM - 09:59AMCory 285Kenneth Hung22117
104 DISMoWe 10:00AM - 10:59AMDwinelle 130Benjamin T Castle22118
105 DISMoWe 12:00PM - 12:59PMWheeler 126Benjamin T Castle22124
106 DISMoWe 04:00PM - 04:59PMEvans 5Bo Li22104
107 DISMoWe 01:00PM - 01:59PMLatimer 105Luhang Lai22105
108 DISMoWe 09:00AM - 09:59AMDwinelle 228Christopher Miller22106
109 DISMoWe 03:00PM - 03:59PMEvans 87Luhang Lai22107
110 DISMoWe 04:00PM - 04:59PMEvans 81Katrina Biele22108
111 DISMoWe 05:00PM - 05:59PMEvans 71Katrina Biele26027
112 DISMoWe 05:00PM - 05:59PMEvans 6Bo Li30931
113 DISMoWe 11:00AM - 11:59AMEvans 5Benjamin T Castle34710

Supervised Group Study

Schedule:

SectionDays/TimesLocationInstructorClass
009 GRPMo 03:00PM - 04:29PMEvans B3AEric R Hallman22439
UnitsEnrollment Status
1-4Open

Supervised Group Study

Schedule:

SectionDays/TimesLocationInstructorClass
010 GRPMo 04:30PM - 05:59PMEvans B3AEric R Hallman22440
UnitsEnrollment Status
1-4Open

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
001 DISWe 06:00PM - 06:59PMEvans 7 22395
UnitsEnrollment Status
1Open

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
002 DISTu 06:00PM - 06:59PMEvans 7 22396
UnitsEnrollment Status
1Closed

Introduction to Mathematical Economics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMLewis 9Haluk I. Ergin31080
UnitsEnrollment Status
4Closed

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMHearst Mining 310Jeremy K Lovejoy22482
UnitsEnrollment Status
4Closed

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 08:00AM - 08:59AMHearst Mining 310Khalilah Beal22483
UnitsEnrollment Status
4Open

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 10:00AM - 10:59AMHearst Mining 310Jeremy K Lovejoy22484
UnitsEnrollment Status
4Open

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
004 LECMoWeFr 12:00PM - 12:59PMCory 241Casey Jao22485
UnitsEnrollment Status
4Closed

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECMoWeFr 02:00PM - 02:59PMCory 241Marina Iliopoulou22486
UnitsEnrollment Status
4Closed

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECTuTh 09:30AM - 10:59AMEtcheverry 3107Xuwen Zhu24572
UnitsEnrollment Status
4Open

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
007 LECTuTh 09:30AM - 10:59AMCory 247Khrystyna Serhiyenko25926
UnitsEnrollment Status
4Open

Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
008 LECTuTh 12:30PM - 01:59PMCory 247Koji Shimizu30958
UnitsEnrollment Status
4Closed

Honors Introduction to Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMEvans 9Mariusz Wodzicki22119
UnitsEnrollment Status
4Open

Linear Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMDwinelle 155Sug Woo Shin22426
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISFr 08:00AM - 08:59AMEvans 2Alexander C Sherman22427
102 DISFr 08:00AM - 08:59AMEvans 4Chanwoo Oh22428
103 DISFr 09:00AM - 09:59AMCory 285Chanwoo Oh22429
104 DISFr 09:00AM - 09:59AMEvans 2Alexander C Sherman22430
105 DISFr 04:00PM - 04:59PMEvans 85Alexander J Appleton22431
106 DISFr 10:00AM - 10:59AMEvans 736Chanwoo Oh22432
107 DISFr 04:00PM - 04:59PMEvans 70Thomas A Mack-Crane22433
108 DISFr 11:00AM - 11:59AMCory 285Alexander Bertoloni Meli22434
109 DISFr 10:00AM - 10:59AMWheeler 126Alexander C Sherman22435
110 DISFr 01:00PM - 01:59PMEvans 2Alexander Bertoloni Meli22436
111 DISFr 01:00PM - 01:59PMEvans 4Hong Suh22437
112 DISFr 02:00PM - 02:59PMLatimer 105Alexander Bertoloni Meli22415
113 DISFr 02:00PM - 02:59PMEvans 4Alexander J Appleton22416
114 DISFr 03:00PM - 03:59PMEvans 2Alexander J Appleton24588
115 DISFr 03:00PM - 03:59PMEvans 87Thomas A Mack-Crane26036
116 DISFr 04:00PM - 04:59PMEvans 81Hong Suh31208
117 DISFr 05:00PM - 05:59PMEvans 6Thomas A Mack-Crane31209
118 DISFr 05:00PM - 05:59PMEvans 4Hong Suh31210

Honors Linear Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 1015Virginia C Harrison22156
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 12:00PM - 12:59PMHearst Mining 310Vivek V. Shende22403
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 10:00AM - 10:59AMCory 247Paul A Vojta22058
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECTuTh 12:30PM - 01:59PMEvans 3Mariusz Wodzicki22066
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
004 LECTuTh 08:00AM - 09:29AMCory 241Khrystyna Serhiyenko22067
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECTuTh 09:30AM - 10:59AMCory 241Koji Shimizu22068
UnitsEnrollment Status
4Closed

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECMoWeFr 11:00AM - 11:59AMEtcheverry 3107Sylvie M Corteel22069
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
007 LECTuTh 03:30PM - 04:59PMGenetics & Plant Bio 103Dmitry Vaintrob26046
UnitsEnrollment Status
4Open

Introduction to Abstract Algebra

Schedule:

SectionDays/TimesLocationInstructorClass
008 LECMoWeFr 09:00AM - 09:59AMEtcheverry 3113Andrea S Jedwab Dickstein34556
UnitsEnrollment Status
4Open

Cryptography

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 08:00AM - 09:29AMCory 289Daniel A Bragg34105
UnitsEnrollment Status
4Open

Mathematical Tools for the Physical Sciences

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMCory 289Vera Serganova22447
UnitsEnrollment Status
4Open

Ordinary Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEtcheverry 3111Slobodan Simic24090
UnitsEnrollment Status
4Open

Mathematical Logic

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 03:30PM - 04:59PMCory 241Theodore Slaman22463
UnitsEnrollment Status
4Closed

Introduction to Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMMcCone 141Lawrence C Evans25457
UnitsEnrollment Status
4Open

Numerical Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMStanley 105Jon A Wilkening22146
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISTu 08:00AM - 08:59AMEvans B3AAndrew Justin Shi22147
102 DISTu 09:00AM - 09:59AMEvans B3AAndrew Justin Shi22148
103 DISTu 10:00AM - 10:59AMEvans B3AAndrew Justin Shi22154
104 DISTu 11:00AM - 11:59AMEvans B3AEric R Hallman22155
105 DISTu 12:00PM - 12:59PMEvans B3AEric R Hallman22125
106 DISTu 01:00PM - 01:59PMEvans B3AEric R Hallman22126
107 DISTu 02:00PM - 02:59PMEvans B3ANoble T Macfarlane22127
108 DISTu 03:00PM - 03:59PMEvans B3ANoble T Macfarlane22128
109 DISTu 04:00PM - 04:59PMEvans B3ANoble T Macfarlane22129
110 DISTu 05:00PM - 05:59PMEvans 70Yanhe Huang30972
111 DISTu 03:00PM - 03:59PMEvans 736Yanhe Huang30973
112 DISTu 04:00PM - 04:59PMEvans 736Yanhe Huang30974

Incompleteness and Undecidability

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMEtcheverry 3109Theodore Slaman30978
UnitsEnrollment Status
4Open

Elementary Differential Topology

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 3Alexander B Givental24448
UnitsEnrollment Status
4Open

Elementary Algebraic Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 08:00AM - 09:29AMEtcheverry 3107Dmitry Tonkonog30979
UnitsEnrollment Status
4Open

Mathematics of the Secondary School Curriculum I

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMEvans 740Ole H Hald30981
UnitsEnrollment Status
4Open

Discussions:

SectionDays/TimesLocationInstructorClass
101 DISWe 11:00AM - 11:59AMEvans 740Ole H Hald30982

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMCory 241Tim Laux22458
UnitsEnrollment Status
4Closed

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECMoWeFr 01:00PM - 01:59PMEvans 332Michael J Klass22459
UnitsEnrollment Status
4Open

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
003 LECMoWeFr 10:00AM - 10:59AMEtcheverry 3109Tim Laux22460
UnitsEnrollment Status
4Open

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
005 LECTuTh 05:00PM - 06:29PMHearst Mining 310David A Corwin30984
UnitsEnrollment Status
4Open

Introduction to Complex Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
006 LECTuTh 11:00AM - 12:29PMDwinelle 182Semen Artamonov32529
UnitsEnrollment Status
4Open

Experimental Courses in Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 SEMTuTh 02:00PM - 03:29PMEtcheverry 3113Alexander B Givental22450
UnitsEnrollment Status
1-4Closed

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
001 DISWe 07:00PM - 07:59PMEvans 7 22379
UnitsEnrollment Status
1Closed

Berkeley Connect

Schedule:

SectionDays/TimesLocationInstructorClass
002 DISTu 07:00PM - 07:59PMEvans 7 22380
UnitsEnrollment Status
1Closed

Introduction to Topology and Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 09:00AM - 09:59AMEvans 60Marc A Rieffel22409
UnitsEnrollment Status
4Open

Theory of Functions of a Complex Variable

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEvans 70Dan-Virgil Voiculescu30999
UnitsEnrollment Status
4Open

Banach Algebras and Spectral Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMEvans 35Marc A Rieffel31000
UnitsEnrollment Status
4Open

Differentiable Manifolds

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMDwinelle 215Richard H Bamler25453
UnitsEnrollment Status
4Open

Algebraic Topology

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 70James I. Conway25934
UnitsEnrollment Status
4Open

Probability Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMEvans 340James W Pitman22378
UnitsEnrollment Status
4Open

Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 09:30AM - 10:59AMEvans 740Daniel I Tataru22377
UnitsEnrollment Status
4Open

Metamathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 11:00AM - 11:59AMEvans 31Thomas Scanlon22385
UnitsEnrollment Status
4Open

Numerical Solution of Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMCory 241Lin Lin22438
UnitsEnrollment Status
4Open

Theory of Sets

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 61John Steel32291
UnitsEnrollment Status
4Open

Riemannian Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 5Song Sun31001
UnitsEnrollment Status
4Open

Algebraic Combinatorics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 03:00PM - 03:59PMEvans 5Vera Serganova24095
UnitsEnrollment Status
4Open

Groups, Rings, and Fields

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 02:00PM - 03:29PMCory 241David Nadler22417
UnitsEnrollment Status
4Open

Number Theory

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 01:00PM - 01:59PMEvans 31Paul A Vojta22461
UnitsEnrollment Status
4Open

Algebraic Geometry

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 10:00AM - 10:59AMEvans 9Mark Haiman22077
UnitsEnrollment Status
4Closed

Harmonic Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 891Francis Michael Christ31012
UnitsEnrollment Status
4Open

Lie Groups

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 740David Nadler32532
UnitsEnrollment Status
4Open

Topics in Applied Mathematics

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECMoWeFr 02:00PM - 02:59PMEvans 39Lin Lin31016
UnitsEnrollment Status
4Open

Topics in Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 11:00AM - 12:29PMEvans 748Wilfrid D Gangbo32534
UnitsEnrollment Status
4Open

Topics in Analysis

Schedule:

SectionDays/TimesLocationInstructorClass
002 LECTuTh 02:00PM - 03:29PMEvans 891Fraydoun Rezakhanlou24672
UnitsEnrollment Status
4Open

Topics in Partial Differential Equations

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECTuTh 12:30PM - 01:59PMEvans 31Semen Dyatlov25748
UnitsEnrollment Status
4Open

Undergraduate Mathematics Instruction

Schedule:

SectionDays/TimesLocationInstructorClass
101 TUT   24337
UnitsEnrollment Status
1-2Open

Teaching Workshop

Schedule:

SectionDays/TimesLocationInstructorClass
001 LECWe 04:00PM - 05:59PMEvans 740Virginia C Harrison22387
UnitsEnrollment Status
4Open