Spring 2023 Applied Mathematics E6301 section 001

ANALYTIC METHODS FOR PDE'S

ANALYTIC METHODS FOR PDE'

Call Number 13143
Day & Time
Location
TR 1:10pm-2:25pm
1127 Seeley W. Mudd Building
Points 3
Grading Mode Standard
Approvals Required None
Instructor James M Scott
Type LECTURE
Method of Instruction In-Person
Course Description

Introduction to analytic theory of PDEs of fundamental and applied science; wave (hyperbolic), Laplace and Poisson equations (elliptic), heat (parabolic) and Schroedinger (dispersive) equations; fundamental solutions, Greens functions, weak/distribution solutions, maximum principle, energy estimates, variational methods, method of characteristics; elementary functional analysis and applications to PDEs; introduction to nonlinear PDEs, shocks; selected applications.

Web Site Vergil
Department Applied Physics and Applied Mathematics
Enrollment 15 students (35 max) as of 8:44PM Wednesday, February 28, 2024
Subject Applied Mathematics
Number E6301
Section 001
Division School of Engineering and Applied Science: Graduate
Campus Morningside
Note EARLY REGISTRATION FOR APAM ONLY, OTHER DEPTS JAN 10TH
Section key 20231APMA6301E001