Enumerative Invariants from Categories
Explore enumerative predictions in Mirror Symmetry through categorical approaches, focusing on Gromov-Witten invariants and their analogues in dg or A-infinity Calabi-Yau categories.
Categorical Aspects of the Fueter Equation in 3D Topological Quantum Field Theory
Explore categorical aspects of the Fueter equation, examining its role in topological quantum field theory and connections to complex geometry and mirror symmetry.
Kobayashi Non-Hyperbolicity of Calabi-Yau Manifolds via Mirror Symmetry
Explore Kobayashi non-hyperbolicity of Calabi-Yau manifolds through mirror symmetry. Gain insights into complex geometry, holomorphic curves, and Hodge theory in this advanced mathematical seminar.
Invariance of Floer Cohomology Under Higher Mutation
Explore higher mutations in monotone toric fibers and their impact on Floer cohomology. Delve into locally mutable Lagrangians and neck-stretching techniques to understand invariance under local system changes.
Open/Closed Correspondence and Mirror Symmetry in Gromov-Witten Theory
Explore open/closed correspondence in Gromov-Witten theory, examining numerical invariants, generating functions, and compatibility with mirror symmetry in toric Calabi-Yau manifolds.
Coherent Orientations of DGA Maps Associated to Exact Lagrangian Cobordisms
Explore coherent orientations of DGA maps in exact Lagrangian cobordisms, focusing on combinatorial formulas for mini-dipped pinch moves and applications to Heegaard Floer Homology.
Variational Theory for Harmonic Maps and Applications - Lecture 1
Explore variational theory for harmonic maps and its applications in this advanced mathematical lecture by Daniel Stern.
Variational Theory for Harmonic Maps and Applications - Lecture 2
Explore advanced variational theory for harmonic maps and its applications in geometric analysis through this in-depth mathematical lecture.
Algebraic Actions on Complex Varieties and Their Real Forms - Lecture 3
Explore algebraic actions on complex varieties and their real forms in this advanced mathematics lecture from the Brazil-France School on Foliation Theory.
Foliations in Model Theory - Lecture 3
Explore foliations in model theory, delving into advanced mathematical concepts and their applications in this specialized lecture from the Brazil-France School on Foliation Theory.
Foliations in Model Theory - Lecture 3
Explore foliations in model theory, delving into advanced mathematical concepts and their applications in this specialized lecture from the Brazil-France School on Foliation Theory.
Brazil-France School on Foliation Theory - On Integral Conditions for the Existence of First Integrals
Explore integral conditions for first integrals in foliation theory. Gain insights from experts in this collaborative Brazil-France mathematical school on advanced topological concepts.
Local Invariant Hypersurfaces for Codimension One Foliation
Explore local invariant hypersurfaces in codimension one foliations. Gain insights into foliation theory through this advanced mathematical lecture at the Brazil-France School on Foliation Theory.
Canonical Extension of Partial Connections in Foliation Theory
Explore canonical extensions of partial connections in foliation theory. Gain insights from Brazilian and French mathematicians in this collaborative school hosted simultaneously at CIRM and IMPA.
Foliations on Homogeneous Varieties - Brazil-France School on Foliation Theory
Explore foliations on homogeneous varieties in this advanced mathematical lecture from the Brazil-France School on Foliation Theory.
Algebraic Actions on Complex Varieties and Their Real Forms - Lecture 2
Explore algebraic actions on complex varieties and their real forms in this advanced mathematical lecture from the Brazil-France School on Foliations.
Foliations in Model Theory - Lecture 2
Explore foliations in model theory through advanced mathematical concepts and techniques. Deepen understanding of this specialized area within foliation theory.
Regular Foliations on Algebraic Surfaces - Lecture 2
Explore regular foliations on algebraic surfaces in this advanced mathematics lecture, part of a Brazil-France collaborative school on foliation theory.
Foliations in Model Theory - Lecture 1
Explore foliation theory in model theory through an advanced mathematical lecture from the Brazil-France School, delving into complex concepts and applications.
Brazil-France School on Foliation Theory - Lecture
Explore advanced concepts in foliation theory with renowned mathematician Carolina Araujo in this Brazil-France School lecture.
Algebraic Actions on Complex Varieties and Their Real Forms - Lecture 1
Explore algebraic actions on complex varieties and their real forms in this advanced mathematics lecture from the Brazil-France School on Foliation Theory.