Superabundance and Unobstructedness in Lagrangian Torus Fibrations - Lecture
Explore the concept of Lagrangian realization in tropical geometry through this M-Seminar talk by Jeff Hicks from the University of Edinburgh. Delve into the relationship between tropical curves in the base of a Lagrangian torus fibration and their corre…
Floer Homology with DG Coefficients - Applications to Cotangent Bundles
Explore Floer homology with DG coefficients and its applications to cotangent bundles. Gain insights into symplectic geometry and dynamical systems through advanced mathematical concepts.
Relative Symplectic Cohomology of Pairs
Explore relative symplectic cohomology of pairs, its properties, and applications in symplectic rigidity phenomena. Gain insights into this generalized invariant for subsets in symplectic manifolds.
Equivariant Symplectic Homology - Ekeland-Hofer Capacities and Gutt-Hutchings Capacities
Explore the connection between Ekeland-Hofer and Gutt-Hutchings capacities in star-shaped domains, unraveling their equivalence through equivariant symplectic homology.
Symplectic Orbifold Gromov-Witten Invariants
Dive into symplectic orbifold Gromov-Witten invariants, exploring recent developments in moduli spaces and global Kuranishi charts for pseudo-holomorphic curves in symplectic orbifolds.
Algebraic Structure of Area-Preserving Homeomorphism Groups - Lecture 4
Explore the algebraic structure of area-preserving homeomorphism groups, focusing on Fathi's question and the simplicity conjecture for compact surfaces. Delve into link spectral invariants and Lagrangian Floer homology.
Weinstein Manifolds Through Skeletal Topology - Laura Starkston
Explore skeletal topology's role in understanding Weinstein manifolds, focusing on arboreal singularities, Fukaya categories, and stratification of skeletons in symplectic geometry.
The H-Principle in Symplectic Geometry - Emmy Murphy
Explore symplectic geometry's h-principle with Emmy Murphy, covering equivalence relations, subharmonic functions, and contact structures in this advanced mathematical seminar.
Integer-Valued Gromov-Witten Type Invariants - Guangbo Xu
Explore integer-valued Gromov-Witten type invariants in symplectic geometry, focusing on genus zero cases for symplectic manifolds. Learn about recent developments and their applications in mathematical research.
Geometry and Topology of Hamiltonian Floer Complexes in Low-Dimension - Dustin Connery-Grigg
Explore Hamiltonian Floer complexes on surfaces, connecting dynamics to Floer chain structure. Discover a new symplectic norm and geometric interpretations of chain complexes using transverse foliations.
On the Spatial Restricted Three-Body Problem - Agustin Moreno
Explore the spatial restricted three-body problem, global hypersurfaces, and Hamiltonian return maps. Learn about a higher-dimensional Poincaré-Birkhoff theorem and its applications to orbital dynamics.
Distinguishing Monotone Lagrangians via Holomorphic Annuli - Ailsa Keating
Explore advanced symplectic geometry concepts, focusing on distinguishing monotone Lagrangians through holomorphic annuli, with insights on geometric mutation and moduli spaces.
Floer Cohomology and Arc Spaces - Mark McLean
Explore Floer cohomology, arc spaces, and symplectic geometry with Mark McLean. Delve into contact structures, jet spaces, and mapping moduli spaces in this advanced mathematical lecture.
Mirrors of Curves and Their Fukaya Categories - Denis Auroux
Explore symplectic geometry with Denis Auroux as he delves into mirrors of curves and their Fukaya categories, covering topics from monomial examples to Lagrangian admissibility.
Reflections on Cylindrical Contact Homology - Jo Nelson
Explore cylindrical contact homology, its evolution, and recent developments in symplectic geometry with Jo Nelson's in-depth seminar on periodic orbits and obstruction bundles.
Geometry and Integrability - Lecture by Bertrand Eynard
Explorez la géométrie et l'intégrabilité dans cette conférence mathématique approfondie, mettant en lumière les systèmes intégrables et leurs applications.
The Humilière Completion and Its Applications in Symplectic Geometry
Explore the Humilière completion of Lagrangian spaces, its spectral distance study, and applications in conformal dynamics, singular Hamiltonian systems, and sheaf theory.
Contact Flows and Birkhoff Sections - Part 3
Explore advanced concepts in contact flows and Birkhoff sections, delving into mathematical theories and applications in Anosov dynamics.
Nijenhuis Geometry - Part I
Explore Nijenhuis geometry with Vladimir Matveev in this advanced mathematics lecture, part of a thematic programme on geometry beyond Riemann.
Quantitative Almost-Existence in Dimension Four
Delve into advanced symplectic geometry concepts, exploring Hofer-Zehnder's theorem and the existence of closed characteristics in four-dimensional space through rigorous mathematical analysis.
Waists, Widths and Symplectic Embeddings
Explore geometric measures of manifolds and their applications to symplectic embeddings. Discover area estimates for minimal submanifolds and quantitative symplectic camels in this advanced mathematics talk.