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Explore recent advancements in combinatorial optimization, focusing on matching and traveling salesman problems. Learn about polyhedral techniques and linear programming formulations for designing efficient algorithms.
Explore the fascinating world of scutoids, a newly discovered geometric shape, and their role in biology and mathematics with mathematician Clara Grima Ruiz.
Explores convergence of form factor series in 1+1D Sinh-Gordon model, developing techniques to prove convergence and estimate large-n behavior of n-fold integrals, advancing mathematical foundations of integrable quantum field theories.
Explore vector bundles on algebraic varieties with experts Aravind Asok and Jean Fasel, delving into advanced mathematical concepts and their applications in algebraic geometry.
Explore Prony's method for signal analysis and its applications in analytic continuation and quantum signal processing, with insights from Lexing Ying.
Explores connections between wavelet frame-based and PDE-based approaches in image reconstruction, linking to deep learning and computational imaging advancements.
Explore the probabilistic nature of convex domains with mathematician Keith Ball, delving into geometric concepts and their applications in probability theory.
Explore algebraic-geometrical methods in integrable systems theory with renowned mathematician Igor Krichever, delving into advanced mathematical concepts and their applications.
Explore ancient mathematics through cuneiform fragments and the sociocultural contexts of mathematical sciences in Islamicate societies. Gain insights into historical mathematical education and scholarly practices.
Explore the theory of random surfaces, from finite triangles to complex mathematical constructs. Discover connections to physics, probability, and geometry through accessible explanations and visual illustrations.
Explore the interplay between geometry and partial differential equations, examining optimal geometric structures, shape evolution, and their applications across science and mathematics.
Explore group actions on hyperbolic spaces with Mladen Bestvina in this comprehensive survey, covering key concepts, recent developments, and applications in geometric group theory.
Explores mathematical billiards in statistical mechanics, focusing on dispersing billiards. Discusses equilibrium states, geometric potentials, and spectral analysis, with insights into SRB measures and maximal entropy.
Explore the intricate connections between arithmetic and geometry in the Langlands program, a groundbreaking mathematical framework unifying number theory and representation theory.
Explore the Kac Model and its variations in mathematical physics, delving into theoretical concepts and practical applications in statistical mechanics.
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