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Kuramoto Problem and Smale Institute

Simons Institute via YouTube

Overview

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Explore the Kuramoto Problem and its connections to the Smale Institute in this 50-minute conference talk featuring distinguished mathematicians Steve Smale from UC Berkeley, Indika Rajapakse from University of Michigan, Michael Xuan from UniDT, Charles Pugh from UC Berkeley, and Gregorio Malajovich from Universidade Federal do Rio de Janeiro. Delve into the mathematical foundations and applications of the Kuramoto model, which describes synchronization phenomena in coupled oscillator systems, while examining its relationship to the broader mathematical legacy and research directions associated with Steve Smale's influential work. Gain insights from leading experts as they discuss theoretical developments, computational approaches, and interdisciplinary applications of this fundamental problem in dynamical systems theory, presented as part of the Smale@95 conference celebrating Steve Smale's 95th birthday and his groundbreaking contributions to mathematics.

Syllabus

Kuramoto Problem and Smale Institute

Taught by

Simons Institute

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