Coarse-graining, Renormalization, and Quantitative Homogenization in PDE Analysis
Offered By: Society for Industrial and Applied Mathematics via YouTube
Course Description
Overview
Explore the theory of quantitative homogenization for elliptic and parabolic equations in this one-hour seminar presented by Scott Armstrong from Courant Institute/NYU. Delve into the concept of "coarse-graining the coefficient field" and its applications to degenerate equations and situations requiring renormalization. Gain insights into recent developments in mathematical physics models and learn about important open problems in the field. Presented as part of the Society for Industrial and Applied Mathematics' online research dissemination initiative, this webinar aims to recognize achievements in the area and promote the standing of SIMA and APDE.
Syllabus
Seminar In the Analysis and Methods of PDE (SIAM PDE): Scott Armstrong
Taught by
Society for Industrial and Applied Mathematics
Related Courses
Differential Equations in ActionUdacity Dynamical Modeling Methods for Systems Biology
Icahn School of Medicine at Mount Sinai via Coursera An Introduction to Functional Analysis
École Centrale Paris via Coursera Practical Numerical Methods with Python
George Washington University via Independent The Finite Element Method for Problems in Physics
University of Michigan via Coursera