| Call Number | 13387 |
|---|---|
| Day & Time Location |
MW 2:40pm-3:55pm 327 Seeley W. Mudd Building |
| Points | 3 |
| Grading Mode | Standard |
| Approvals Required | None |
| Instructor | Kui Ren |
| Type | LECTURE |
| Method of Instruction | In-Person |
| Course Description | Introduction to modern tools in functional analysis that are used in the analysis of deterministic and stochastic partial differential equations and in the analysis of numerical methods: metric and normed spaces. Banach space of continuous functions, measurable spaces, the contraction mapping theorem, Banach and Hilbert spaces bounded linear operators on Hilbert spaces and their spectral decomposition, and time permitting distributions and Fourier transforms. |
| Web Site | Vergil |
| Department | Applied Physics and Applied Mathematics |
| Enrollment | 24 students (39 max) as of 9:06PM Thursday, May 8, 2025 |
| Subject | Applied Mathematics |
| Number | E4150 |
| Section | 001 |
| Division | School of Engineering and Applied Science: Graduate |
| Open To | Columbia College, Engineering:Undergraduate, Engineering:Graduate, GSAS, General Studies |
| Note | EARLY REGISTRATION APAM ONLY, OPEN TO OTHER DEPTS 1/9/24 |
| Section key | 20241APMA4150E001 |