Unstable Minimal Sets for Certain Collapsed Anosov Flows

Explore unstable minimal sets for certain collapsed Anosov flows in this 32-minute conference talk delivered by Santiago Martinchich from Universidad de la República, Uruguay, at the 8th Brazilian School of Dynamical Systems. Delve into advanced concepts in dynamical systems theory as the speaker examines the mathematical properties and behaviors of these specialized flow structures. Learn about the theoretical foundations and applications of collapsed Anosov flows, with particular focus on their unstable minimal sets and the implications for broader dynamical systems research. Gain insights into cutting-edge research in ergodic theory and dynamical systems from this presentation at Brazil's premier academic gathering for postgraduate students and researchers in dynamical systems, ergodic theory, and related mathematical fields including geometry, probability, number theory, and topology.