Schmutz-Thurston Duality in Mapping Class Group-Equivariant Cell Decompositions
Explore mapping class group-equivariant cell decompositions of Teichmueller space, focusing on Schmutz and Thurston's work for closed compact surfaces without marked points.
The Funk Metric in Convex Geometry and Related Fields
Explore the Funk metric's connections to convex geometry, affine geometry, and combinatorics. Discover its projective invariance and relations to various conjectures and theorems.
Shear Coordinates of Weil-Petersson Circle Homeomorphisms
Explore shear coordinates of Weil-Petersson circle homeomorphisms in this advanced mathematics lecture by Yilin Wang, delving into geometric and dynamic aspects of the topic.
Hyperbolic Voronoi Percolation
Explore hyperbolic Voronoi percolation in this mathematical conference talk. Gain insights into non-Euclidean geometry and probability theory from expert Tobias Müller.
The Geometry of Random Genus-0 Hyperbolic Surfaces via Trees
Explore the geometry of random genus-0 hyperbolic surfaces through tree structures in this advanced mathematical lecture by Timothy Budd.
Riemannian Manifolds, Isometries, and Geodesics - Lecture 3
Explore Riemannian manifolds, isometries, and geodesics, with a focus on the upper half-plane and hyperbolic metric in this advanced geometry lecture.
Bowditch Representations and Dynamics on Character Varieties - Part 1
Explore Bowditch representations and their dynamic impact on character varieties in geometry, presented by Sara Maloni from UVA.
Anosov Flows on 3-Manifolds
Explore Anosov flows on 3-manifolds, delving into advanced concepts in dynamical systems and topology presented by Katie Mann.
A q-Analogue of the Family of Poincaré Distributions on the Upper Half Plane
Explore q-analogues of Poincaré distributions on the upper half plane, delving into mathematical concepts and their applications in geometric analysis.
Anosov Flows in 3 Dimensions and Anosov-like Actions - Part 1
Explore Anosov flows in 3D and Anosov-like actions through an in-depth mathematical lecture, featuring chapter markers and enriched content for enhanced learning.
Anosov Flows in 3 Dimensions and Anosov-like Actions - Part 2
Explore advanced concepts in Anosov flows and Anosov-like actions in 3D mathematics, continuing from part 1 of the conference talk.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 1
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 3
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 2
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Bowditch Representations and Dynamics on Character Varieties
Explore Bowditch Representations and dynamics on character varieties in this graduate-level mathematics pre-talk, delving into advanced concepts in topology and geometry.
Topology of Horocyclic Flow on Geometrically Infinite Surfaces - Part 2
Explore advanced concepts in horocyclic flow topology on geometrically infinite surfaces, building upon previous knowledge and delving into complex mathematical theories.
Symplectic Geometry of the Teichmueller Space of Hyperbolic 0-Metric
Explore symplectic geometry of Teichmueller space for hyperbolic 0-metric, delving into quantisation of moduli spaces from various perspectives.
Spherical Plateau Problem and Applications in Geometric Analysis
Explore area minimization in Hilbert sphere quotients, entropy inequality, and stability results for Riemannian surfaces, with applications to hyperbolic geometry and eigenvalue bounds.
Orbit Counting Theorem for Cusped Hitchin Representations
Explore cusped Hitchin representations through orbit counting theorems, Bowen-Series coding, and Quint's Iwasawa cocycle. Gain insights into dynamics and potential applications.
Thurston's Asymmetric Metrics for Anosov Representations
Explore Thurston's asymmetric metric and its generalization to Anosov representations, applying thermodynamical formalism to construct pressure metrics on representation spaces.
Anosov Representations - Lecture 3
Explore Anosov representations, their characterizations, domains of discontinuity, and connections to convex projective geometry. Discover recent developments and potential research directions.