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The Mathematical Physics of Completely Integrable Hamiltonian Partial Differential Equations

Organization University of California-Los AngelesLocation LOS ANGELES, United StatesPosted 15 Jul 2025Deadline 30 Jun 2028
NSFUS FederalResearch GrantScience FoundationCA
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Among the many partial differential equations governing mathematical models in physics, a small number stand out by being completely integrable - a special class of equations that possess a large number of conserved quantities, making them analytically solvable. While these models have always been central figures of the scientific landscape, there…

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The Mathematical Physics of Completely Integrable Hamiltonian Partial Differential Equations — University of California- | Dev Procure