Credits 3. 3 Lecture Hours.
Basic theory of ordinary differential equations; existence and uniqueness, dependence on parameters, phase portraits, vector fields. Partial differential equations of first order, method of characteristics. Basic linear partial differential equations: Laplace equation, heat (diffusion) equation, wave equation and transport equation. Solution techniques and qualitative properties.
Prerequisite: MATH 410 or equivalent or instructor's approval.
Sections
Sec | Instructor | Lecture |
---|---|---|
600 | Liu,Xin | M W F 11:30-12:20 BLOC 110 |