8th European Congress of Mathematics — Integrable systems in geometry and mathematical physics: a conference in honour of Boris Dubrovin's 70th
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Topic : Matemática e Estatística; Applied Maths: Dynamic Systems, Control and Automation
Matemática e Estatística; Física; Ciências sociais e humanas; Keywords: Analysis, Geometry, Mathematics, Mathematical Physics, Physics, History
Description :
The notion of integrable system in classical mechanics dates back to Joseph Liouville (1809-1882) and has an illustrious and long history. The modern resurgence of activity was spurred by the analysis of soliton solutions of nonlinear wave equations like the Korteweg-deVries and Kadomtsev-Petviashvili equations. This renewed interest brought along the invention and development of far reaching techniques of solution, including the inverse scattering method and the Sato-Segal-Wilson theory of infinite Grassmannians.
Topics: Dynamical systems and ergodic theory
SISSA (Italy) and Concordia University (Canada) organises its event entitled 8th European Congress of Mathematics — Integrable systems in geometry and mathematical physics: a conference in honour of Boris Dubrovin's 70th to be held from 14 julho 2020 to 19 julho 2020 in SISSA, Trieste, Itália. It covers various areas of Matemática e Estatística including Applied Maths: Dynamic Systems, Control and Automation. For more information, visit the website of the conference or contact the organizer.
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