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Explore real multiplication in abelian surfaces, focusing on exceptional splitting of reductions. Delve into simple reduction, finite extension, and density zero concepts with insights on special devices and intersection numbers.
Explore derived Hecke algebras in mod p Langlands program, covering super singular modules, involution, trace maps, and twisted duals with Rachel Ollivier.
Explore skeletal topology's role in understanding Weinstein manifolds, focusing on arboreal singularities, Fukaya categories, and stratification of skeletons in symplectic geometry.
Explore cutting-edge experimental approaches in fundamental physics, focusing on innovative techniques and their potential to advance our understanding of particle physics beyond the LHC.
Explore cutting-edge particle physics research at the LHC, including luminosity, hadron colliders, and factorization. Gain insights into new physics prospects and theoretical advancements in the field.
Explore innovative approaches to the hierarchy problem in particle physics, focusing on technical and direct naturalness, effective field theory, and their implications for the Standard Model.
Explore millisecond pulsars' role in detecting gravitational waves, testing general relativity, and understanding dense matter, using advanced timing observations and cutting-edge telescopes.
Explore the polynomial method and restriction problem in mathematics, featuring insights on visualizing concepts, analyzing proofs, and examining algebraic potential.
Explore how mathematics shapes product lifecycles and impacts modern careers, with insights from industry leaders on its role in R&D, manufacturing, marketing, and supply chain.
Explores ancient Mesopotamian monuments, examining their timeless significance in relation to law, sovereign power, and biopolitics through archaeological analysis and critical theory perspectives.
Theoretical physicist Robbert Dijkgraaf explores how physicists are striving for the long-sought unification of quantum mechanics and general relativity, with string theory being a leading contender.
Delve into advanced tropical geometry concepts, exploring non-planar tropical curves, topological bounds, and Floor composition methods for understanding Betti numbers in various dimensions.
Delve into McMullen's g-conjecture, its historical significance, and recent breakthroughs in combinatorics, including the 2020 proof involving anisotropy of quadratic forms in characteristic 2.
Delve into three distinct mathematical approaches proving the reverse Khovanskii-Teissier inequality, exploring analytic, algebraic, and convex geometric perspectives in advanced geometry.
Delve into advanced mathematical concepts exploring invariants of lattice polytopes, subdivisions, and their connections to Ehrhart theory, Hodge theory, and matroid theory enrichments.
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