Explore the symplectic quotient construction of toric manifolds in this 42-minute lecture delivered by Lisa Jeffrey from the University of Toronto. Delve into advanced concepts in toric topology as part of the "Graduate School on Toric Topology" and the "Focus Program on Toric Topology, Geometry and Polyhedral Products" hosted by the Fields Institute. Gain insights into the intricate relationship between symplectic geometry and toric structures, enhancing your understanding of this specialized area of mathematics. Scheduled for July 24, 2024, this talk offers graduate students and researchers an opportunity to deepen their knowledge of toric manifolds and their construction through symplectic quotients.
Symplectic Quotient Construction of Toric Manifolds
Overview
Syllabus
Symplectiq quotient construction of toric manifolds
Taught by
Fields Institute
Related Courses
-
Cohomology and Geometric Quantization of Toric Manifolds
-
Toric Varieties, Exponential Actions, Gale Duality, and Moment-Angle Manifolds
-
Real Toric Manifolds and Permutations Derived from Chordal Nestohedra
-
Symplectic Embeddings and Infinite Staircases in Toric 4-Manifolds
-
Holomorphic Torus Fibre Bundles over Toric Varieties - Generalised Calabi-Eckmann Fibrations
-
Homotopy Types of Toric Orbifolds from Weyl Polytopes
