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H.B. Keller Colloquium

Monday, November 28, 2022
4:00pm to 5:00pm
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Annenberg 105
From Non-Local Variational Problems to Non-Local Conservation Laws
Qiang Du, Fu Foundation Professor of Applied Mathematics, Department of Applied Physics & Applied Mathematics, Columbia University,

Nonlocal interaction has become increasingly noticeable in nature. The modeling and simulation of it presence and its impact motivate new development of mathematical theory. In this lecture, we briefly review some nonlocal models with a finite horizon of interactions, including both nonlocal variational problems and nonlocal conservation laws. We present examples to illustrate some new elements of the mathematical framework developed for the analysis and computation of nonlocal models in recent years.

For more information, please contact Diana Bohler by phone at 16263951768 or by email at [email protected].