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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Center for Computational Mathematics Seminar
Jeremy Schmitt
UCSD
Hamiltonian Variational Integrators and Adaptive Symplectic Integrators
Abstract:
In this talk we will cover the topic of Hamiltonian variational Integrators and a framework for adaptive symplectic integrators. First, I will introduce variational integrators from the perspective of duality in optimization. Then a variety of results will be presented on Hamiltonian variational integrators and the role they can play in developing adaptive symplectic integrators.
May 2, 2017
11:00 AM
AP&M 2402
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