Spring 2017 MATH 54 002 LEC
Linear Algebra and Differential Equations
Schedule:
| Section | Days/Times | Location | Instructor | Class |
|---|---|---|---|---|
| 002 LEC | TuTh 8:00AM - 9:29AM | Pauley Ballroom | James Sethian | 18117 |
| Units | Enrollment Status |
|---|---|
| 4 | Closed |
Discussions:
| Section | Days/Times | Location | Instructor | Class |
|---|---|---|---|---|
| 201 DIS | MoWeFr 8:00AM - 8:59AM | Dwinelle 215 | Nima Moini | 18135 |
| 202 DIS | MoWeFr 8:00AM - 8:59AM | Dwinelle 243 | Alexander Carney | 18136 |
| 203 DIS | MoWeFr 9:00AM - 9:59AM | Latimer 122 | Alexander Carney | 18137 |
| 204 DIS | MoWeFr 9:00AM - 9:59AM | Etcheverry 3119 | Brandon Williams | 18138 |
| 205 DIS | MoWeFr 2:00PM - 2:59PM | Evans 5 | Kuan-ying Fang | 18139 |
| 206 DIS | MoWeFr 4:00PM - 4:59PM | Hildebrand B51 | Emmanuel Tsukerman | 18140 |
| 207 DIS | MoWeFr 11:00AM - 11:59AM | Latimer 121 | Aaron Brookner | 18141 |
| 208 DIS | MoWeFr 1:00PM - 1:59PM | Barrows 110 | Aaron Brookner | 18142 |
| 209 DIS | MoWeFr 12:00PM - 12:59PM | LeConte 385 | Nima Moini | 18143 |
| 210 DIS | MoWeFr 2:00PM - 2:59PM | Barrows 122 | Kyle Russ-Navarro | 18144 |
| 211 DIS | MoWeFr 3:00PM - 3:59PM | Barrows 122 | Kyle Russ-Navarro | 18145 |
| 212 DIS | MoWeFr 3:00PM - 3:59PM | Barrows 118 | Satyaki Mukherjee | 18146 |
| 213 DIS | MoWeFr 4:00PM - 4:59PM | Barrows 118 | Satyaki Mukherjee | 18147 |
| 214 DIS | MoWeFr 3:00PM - 3:59PM | Evans 9 | Kuan-ying Fang | 18148 |
| 215 DIS | MoWeFr 3:00PM - 3:59PM | LeConte 385 | Bryan Brown | 18149 |
| 216 DIS | MoWeFr 4:00PM - 4:59PM | Dwinelle 187 | Bryan Brown | 18150 |
| 217 DIS | MoWeFr 4:00PM - 4:59PM | Dwinelle 250 | Yifeng Ding | 18151 |
| 218 DIS | MoWeFr 5:00PM - 5:59PM | Cory 285 | Emmanuel Tsukerman | 18152 |
| 219 DIS | MoWeFr 5:00PM - 5:59PM | Dwinelle 250 | Yifeng Ding | 32738 |
| 220 DIS | MoWeFr 2:00PM - 2:59PM | Barrows 110 | Aaron Brookner | 32739 |
Additional Information:
Prerequisites: 1B
Description: Basic linear algebra; matrix arithmetic and determinants. Vector spaces; inner product as spaces. Eigenvalues and eigenvectors; linear transformations. Homogeneous ordinary differential equations; first-order differential equations with constant coefficients. Fourier series and partial differential equations.
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