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Colloquium: Davi Obata (BYU Math)

Wednesday, September 23
4:00 PM - 5:00 PM
203 TMCB

Title: When Deterministic Systems Behave Randomly

Abstract: Chaotic dynamical systems are deterministic, yet their individual trajectories can be extremely difficult to predict. Ergodic theory offers a different point of view: instead of following a single trajectory exactly, we ask whether its long-term statistical behavior can be understood. I will discuss how this perspective allows us to find surprisingly robust patterns inside chaotic dynamics.

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