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Join University of Miami's brief session with Rick Miranda on Interpolation for Polynomials in Two Variables, covering topics from the Picard Group to the A-Conjecture.
Explore the G-equivariant birational geometry of 3D projective space with Ivan Cheltsov from the University of Edinburgh, offered by the University of Miami.
Explore the structural aspects of Fukaya categories of Landau-Ginzburg models in this 1-2 hour material from the University of Miami, featuring speaker Denis Auroux from Harvard.
Explore NC Spectra with Ludmil Katzarkov from the University of Miami. Dive into nonrationality questions and generalizations in this 1-2 hour study.
Explore the relationship between Hodge ideals and the spectrum of isolated hypersurface singularities in this series of talks by the University of Miami. Ideal for those with 1-2 hours to spare.
Explore the relationship between Hodge ideals and the spectrum of isolated hypersurface singularities in this series of talks by the University of Miami. Less than 1-hour workload.
Explore asymptotic Hodge theory and its connection to mirror symmetry in this less than 1-hour lecture by Matt Kerr from the University of Miami.
Explore classical mirror symmetry results with the University of Miami. Learn about perverse sheaves of categories and schobers in less than an hour.
Explore model theory principles with an emphasis on o-minimality, stability, and categoricity theory in relation to complex geometry, offered by the University of Miami.
Explore the P=W conjecture and Hodge numbers of O'Grady 10 with the University of Miami. Dive into moduli of sheaves, singular cohomology, and Non Abelian Hodge Theory.
Explore Hodge theory and mirror symmetry for Fano varieties in this brief, high-level offering from the University of Miami. Delve into conjectures and their proofs.
Explore the construction of Calabi-Yau hypersurface sections and higher Chow cycles with the University of Miami. Delve into arithmetic mirror conjecture and rationality problems.
Explore Donaldson-Thomas invariants of torsion sheaves on a smooth projective surface with Harvard's Artan Sheshmani in this 1-2 hour study from the University of Miami.
Explore tame geometry's applications in Hodge theory with this minicourse from the University of Miami. Learn about o-minimal structures, algebraization results, and period maps.
Explore complex variations of Hodge structure with Christian Schnell from SUNY Stony Brook in this 1-2 hour material from the University of Miami.
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