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.
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.
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.
Introduction to Contact Geometry by Dheeraj Kulkarni
Explore contact geometry fundamentals, including Frobenius theorem, contactomorphisms, and Gray stability theorem. Learn about symplectic structures and their relation to contact manifolds.
Fillable Contact Structures From Positive Surgery
Exploring conditions for fillable contact structures from positive surgery on Legendrian knots, with applications to topological consequences and lens space surgeries.
Quasipositive Surfaces and Decomposable Lagrangians in Topology - IMSA Seminar
Explore Legendrian links, knot Floer homology, and Lagrangian link cobordisms in topology. Learn about braiding techniques and the comultiplication property in this advanced mathematical seminar.
From Alan Turing to Contact Geometry: Towards a Fluid Computer
Explore the intersection of hydrodynamics, computation, and contact geometry. Discover how fluid dynamics can simulate universal Turing machines and its implications for undecidable fluid paths and celestial mechanics.
Rabinowitz Floer Complex for Lagrangian Cobordisms
Explore Lagrangian cobordisms in symplectization, examining SFT pseudo-holomorphic discs and A_∞ structures. Delve into continuation elements for transverse push-offs.
Nonequilibrium Thermodynamics as a Symplecto-Contact Reduction and Relative Information Entropy
Explore nonequilibrium thermodynamics through symplecto-contact reduction and relative information entropy. Gain insights from Y. G Oh's research at IBS and Postech.
Poincaré Series and Linking of Legendrian Knots
Explore analytic techniques in dynamics and geometry, focusing on Poincaré series and linking of Legendrian knots with G. Rivière.
Interplay Between Notions of Convexity in Complex, Symplectic and Contact Geometries
Explore the interplay between convexity notions in complex, symplectic, and contact geometries. Gain insights into pseudo-convexity, rational convexity, and their geometric counterparts.
On Fillings of Contact Links of Isolated Quotient Singularities - Workshop on Conservative Dynamics and Symplectic Geometry
Explore fillings of contact links in isolated quotient singularities. Delve into strong and exact fillings, tight criteria, terminal singularities, and orbifold symplectic cohomology in this advanced mathematics lecture.
Quantitative Refinements of Conjectures in 3D Reeb Dynamics - Workshop on Conservative Dynamics and Symplectic Geometry
Explore quantitative refinements of conjectures in 3D Reeb dynamics and related results. Delve into symplectic topology, Hamiltonian dynamics, and contact geometry with expert Umberto Hryniewicz.
Computing Embedded Contact Homology in the Morse-Bott Setting Using Cascades
Explore embedded contact homology computation in Morse-Bott settings using cascades, with applications and gluing results for ECH calculations.
A Connected Sum Formula of Embedded Contact Homology
Explore la fórmula de suma conexa en homología de contacto incrustada, examinando el comportamiento de curvas pseudoholomorfas en simplectización bajo esta operación.
Circle Action of Microlocal Kernels
Explore the construction of an S^1 action using microlocal kernels and its application in the sheaf theoretical proof of the contact non-squeezing theorem.
Morse Type Theories with Differential Graded Coefficients - Workshop on Conservative Dynamics and Symplectic Geometry
Explore Morse type theories with differential graded coefficients in this advanced mathematics lecture. Gain insights into Conservative Dynamics and Symplectic Geometry from expert Mihai Damian.
Exact Lagrangians in Cotangent Bundles with Locally Conformally Symplectic Structure
Explore advanced concepts in locally conformally symplectic geometry, examining Lagrangian topology, Hamiltonian dynamics, and connections to contact geometry through theoretical frameworks and practical examples.
Algebraic Torsion of Concave Boundaries of Linear Plumbings
Delve into advanced symplectic geometry concepts, focusing on algebraic torsion in contact manifolds and its applications to understanding topological complexity through curve counting methods and Floer theories.