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Explore deep learning's impact on AI and science, its theoretical foundations, and its potential for solving high-dimensional problems in scientific computing and beyond.
Explore the intricate dynamics of horocycle flows on translation surface moduli spaces, delving into mathematical concepts and their applications in geometry and dynamical systems.
Explore the mathematical foundations of mean field games and their master equation, delving into advanced concepts and applications in game theory and optimization.
Explore the Kähler-Ricci flow on Fano manifolds, delving into complex geometry and differential equations. Gain insights into this advanced mathematical topic through expert analysis and explanations.
Explore Shimura varieties' cohomology with torsion coefficients and its applications in advanced mathematics, presented by Ana Caraiani.
Explore the fascinating world of graph theory, focusing on graphs with high chromatic numbers and their intriguing properties in this engaging mathematical lecture.
Explore the formation of singularities in nonlinear dispersive partial differential equations with mathematician Galina Perelman in this insightful lecture on advanced mathematical concepts.
Explore gapped quantum systems with Matthew Hastings, delving into advanced mathematical concepts and their applications in quantum physics and information theory.
Explore relative trace formulae and their application to the Gan-Gross-Prasad conjectures in advanced number theory and representation theory.
Explore the intersection of combinatorial statistics and scientific applications with insights from renowned mathematician Elchanan Mossel in this thought-provoking lecture.
Explore modular representations of p-adic groups in the Langlands program, examining their connections to number theory and geometry using various vector spaces and modules.
Explore advancements in number theory since Fermat's Last Theorem, focusing on modularity and its impact on mathematical research over the past three decades.
Explore semiorthogonal decompositions in algebraic geometry, including their properties, geometric significance, and novel applications in categorical constructions and singularity resolutions.
Explore noncommutative crepant resolutions in algebraic geometry with Michel van den Bergh, delving into advanced mathematical concepts and their applications.
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