Fourier Analysis and Boundary Value Problems for ISP (381-0-61)
Instructors
Gabor Szekelyhidi
Meeting Info
Lunt Hall 104: Mon, Wed, Fri 12:00PM - 12:50PM
Overview of class
Fourier series. Hilbert spaces and orthogonal functions. Parseval's theorem. Poisson summation formula and lattice points. Fourier integrals: Gaussian functions. Fourier inversion formula. Convolution. Sturm-Liouville theory. Applications to partial differential equations. Heat and wave equations. For ISP students. Students may not receive credit for both MATH 381-0 and any of MATH 351-0, MATH 360-2, or ES_APPM 311-2. Prerequisites: MATH 281-3 and PHYSICS 125-3.
Class Materials (Required)
978-0470054567
Partial Differential Equations: An Introduction
Author: Strauss
Publisher: Wiley
Class Materials (Suggested)
No suggested materials. See required materials
Class Attributes
Formal Studies Distro Area
Enrollment Requirements
Enrollment Requirements: Prerequisite: This class is restricted to first-year ISP students who have completed MATH 281-3 and PHYSICS 125-3
Associated Classes
DIS - Lunt Hall 104: Thurs 12:00PM - 12:50PM