Differential Equations II (MATH*3100)
Code and section: MATH*3100*01
Term: Winter
Details
This course continues the study of differential equations. Power series solutions around regular singular points including Bessel equations are presented. First order linear systems and their general solution by matrix methods are thoroughly covered. Nonlinear systems are introduced along with the concepts of linearization, stability of equilibria, phase plane analysis, Lyapunov's method, periodic solutions and limit cycles. Two-point boundary value problems are discussed and an introduction to linear partial differential equations and their solution by separation of variables and Fourier series is given.
Syllabus
| Attachment | Size |
|---|---|
 Course Outline (Fall 2015) | 113.76 KB |
| Course Outline (Fall 2016) | 46.22 KB |
| Course Outline (Fall 2017) | 189.43 KB |
| Course Outline (Winter 2019) | 287.96 KB |
| Course Outline (Winter 2020) | 518.23 KB |
| Course Outline (Winter 2021) | 350.44 KB |
| Course Outline (Winter 2022) | 261.56 KB |
| Course Outline (Winter 2023) | 502.8 KB |
| Course Outline (Winter 2024) | 234.61 KB |