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Domain Decomposition and Parameterized Effective Boundary Conditions for Poisson's Equation

Institute for Pure & Applied Mathematics (IPAM) via YouTube

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Explore domain decomposition techniques for constructing effective boundary conditions in Poisson's equation through this 46-minute conference talk. Learn how to incorporate the influence of external domains with parameterized sources that couple to computational domains. Discover advanced mathematical methods for handling boundary conditions in atomistic simulations within macroscopic electrochemical cells, presented by Chris Anderson from UCLA at IPAM's specialized workshop on October 31, 2025. Gain insights into sophisticated numerical approaches that bridge different scales in computational physics and electrochemistry applications.

Syllabus

Chris Anderson - Domain decomposition & parameterized effective boundary conditions for Poisson

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Institute for Pure & Applied Mathematics (IPAM)

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