Spring 2017 MATH 54 001 LEC

Linear Algebra and Differential Equations

Schedule:

Section	Days/Times	Location	Instructor	Class
001 LEC	MoWe 5:00PM - 6:29PM	Dwinelle 155	Katrin Wehrheim	18116

Units	Enrollment Status
4	Open

Discussions:

Section	Days/Times	Location	Instructor	Class
101 DIS	MoWeFr 8:00AM - 8:59AM	Dwinelle 105	German Stefanich	18119
102 DIS	MoWeFr 8:00AM - 8:59AM	Dwinelle 205	Ritwik Ghosh	18120
103 DIS	MoWeFr 9:00AM - 9:59AM	Latimer 121	Ritwik Ghosh	18121
104 DIS	MoWeFr 9:00AM - 9:59AM	Sutardja Dai 254	Christopher Eur	18122
105 DIS	MoWeFr 10:00AM - 10:59AM	Latimer 122	Benjamin Castle	18123
106 DIS	MoWeFr 9:00AM - 9:59AM	Barrows 122	German Stefanich	18124
107 DIS	MoWeFr 1:00PM - 1:59PM	LeConte 385	Benjamin Siskind	18125
108 DIS	MoWeFr 2:00PM - 2:59PM	LeConte 385	Kentaro Yamamoto	18126
109 DIS	MoWeFr 12:00PM - 12:59PM	Etcheverry 3119	Benjamin Siskind	18127
110 DIS	MoWeFr 1:00PM - 1:59PM	Etcheverry 3119	Daniel Lowengrub	18128
111 DIS	MoWeFr 2:00PM - 2:59PM	Etcheverry 3119	Daniel Lowengrub	18129
112 DIS	MoWeFr 3:00PM - 3:59PM	Etcheverry 3119	Kentaro Yamamoto	18130
113 DIS	MoWeFr 3:00PM - 3:59PM	Evans 87	Jesse Banks	18131
114 DIS	MoWeFr 4:00PM - 4:59PM	Cory 285	Jesse Banks	18132
117 DIS	MoWeFr 8:00AM - 8:59AM	Evans 3	Christopher Eur	32733
118 DIS	MoWeFr 12:00PM - 12:59PM	Evans 70	Benjamin Castle	32734
119 DIS	MoWeFr 9:00AM - 9:59AM	Hildebrand B56	Hugo Guihot	32735
120 DIS	MoWeFr 4:00PM - 4:59PM	Dwinelle 183	Hugo Guihot	32736

Additional Information:

Prerequisites: 1A-1B or equivalent. Note: calculus courses at most institutions either have no differential equations, or less than Berkeley's Math 1B. Students who are not familiar with complex numbers and differential equations need to learn this material (Stewart, Calculus: Early Transcendentals, 7th Edition, Chapters 9 and 17, Appendix H) before the complex eigenvalues / differential equations parts of the course. Students who did not take Multivariable Calculus (53) should get familiar with partial derivatives (Stewart, Multivariable Calculus for UCB, 7th Edition, Chapter 14) before the PDE part of the course.

Description: Basic linear algebra, matrix arithmetic and determinants, vector spaces, eigenvalues and eigenvectors, linear transformations. Linear second-order differential equations; higher-order homogeneous differential equations; linear systems of ordinary differential equations; Fourier series and partial differential equations.

Course Webpage: www.math.berkeley.edu/~katrin/teach/54