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Explore quantum toric geometry with Ernesto Lupercio from the University of Miami. This under 1-hour minicourse covers foundations, motivations, and complex toric variety.
Explore the Wall finiteness obstruction theorem and its application to DG categories in this 1-2 hour study from the University of Miami. Delve into homotopically finitely presented DG categories and more.
Explore the rationality of cubic fourfolds with Veronese surfaces in this under 1-hour material from the University of Miami, featuring insights from UC Berkeley's Yu Wei Fan.
Explore factorization centers for birational isomorphisms in a short program by the University of Miami. Understand their relation to the Grothendieck ring of varieties and rationality problem for surfaces.
Explore equivariant birational geometry with Yuri Tschinkel from NYU, in a 1-2 hour study program offered by the University of Miami. Dive into new obstructions, basic facts, and specializations.
Explore rationality questions for geometrically rational threefolds over non-closed fields with this University of Miami offering. Learn new approaches via symbol invariants in 1-2 hours.
Explore the Wall finiteness obstruction theorem for DG categories with the University of Miami. Understand its application in algebraic variety and DG operads in under an hour.
Explore Hodge theory and curvature properties with the University of Miami. Learn about Hodge metrics, rigidity results, and geometric classes in under an hour.
Explore toric homological mirror symmetry and the GKZ D-module with the University of Miami. Learn through topics like moduli space, direct connection, and spherical functor.
Dive into Quantum Toric Geometry with University of Miami's 1-2 hour program. Learn about non-commutative spaces, quantum torus, and quantum toric varieties from expert Ernesto Lupercio.
Explore homological mirror symmetry of quadrics with a tropical approach in this 1-2 hour program from the University of Miami. Dive into geometric construction, principles, and more.
Explore the global study of period mapping at infinity with the University of Miami. Learn about Hodge theory, mixed Hodge structures, and their applications in algebraic varieties.
Explore the spectral problem of a quantum mechanical operator with Rinat Kashaev from the University of Geneva, in a less than 1-hour session offered by the University of Miami.
Explore quantum toric varieties and geometric recursion in this 1-2 hour material from the University of Miami. Dive into quantum lattices, torics, and moduli space.
Explore relative shifted symplectic structures and their applications with Tony Pantev from the University of Pennsylvania. This 1-2 hour University of Miami offering delves into advanced mathematical concepts.
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