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Attend a mathematical physics seminar exploring quantum information scrambling through innovative applications of graph and ergodic theories. Learn from Professor Uzy Smilansky of the Weizmann Institute of Science as he presents groundbreaking research that bridges quantum mechanics with mathematical frameworks from graph theory and ergodic systems. Discover how these mathematical tools can provide new insights into the complex phenomenon of quantum information scrambling, a fundamental process in quantum many-body systems and black hole physics. Explore the theoretical foundations and practical implications of this interdisciplinary approach that combines quantum information theory with advanced mathematical concepts. Gain understanding of how graph-theoretic methods and ergodic theory principles can illuminate the dynamics of quantum information distribution and mixing in complex quantum systems. This presentation is part of the Geometric Spectral Theory and Applications programme at the Isaac Newton Institute for Mathematical Sciences, offering cutting-edge research at the intersection of mathematics and theoretical physics.
