A Lagrangian Floer Theory for Traceless SU2 Character Varieties of Tangles
Explore Lagrangian Floer theory for traceless SU2 character varieties of tangles, delving into advanced concepts in quantum topology and geometric representation theory.
On Fundamental Properties of Skein Algebras of Surfaces
Explore fundamental properties of skein algebras of surfaces with Adam Sikora in this insightful one-hour lecture on quantum topology.
TFTs with Defects and Representation Theory
Explore topological field theories with defects and their connections to representation theory in this advanced physics lecture by Christoph Schweigert.
The Bellows Conjecture in Odd Dimensional Lobachevsky Spaces
Explore the Bellows conjecture in odd-dimensional Lobachevsky spaces with Alexander Gaifullin, delving into advanced mathematical concepts and geometric theories.
Matroids, Delta Matroids, and Knot Invariants
Explore matroids, delta matroids, and their applications in knot theory with Sergei Lando. Gain insights into these mathematical structures and their role in understanding knot invariants.
Complexity and Invariants of Knot Diagrams, Curves, and Surfaces
Explore complexity and invariants in knot diagrams, curves, and surfaces with Tahl Nowik. Gain insights into advanced topological concepts and their applications in quantum topology.
Moduli Spaces of Flat Connections and Free Lie Algebras
Explore connections between moduli spaces of flat connections and free Lie algebras, delving into advanced mathematical concepts and their interrelationships.
Topology of Large Random Spaces
Explore the fascinating realm of large random spaces and their topological properties in this insightful lecture by mathematician Michael Farber.
Knotoids as Cobordisms
Explore knotoids as cobordisms in this advanced topology lecture, delving into mathematical concepts and their applications in quantum theory and knot theory.
Annuli with Legendrian Boundary
Explore Legendrian boundary annuli in contact topology, examining their properties and applications in geometric and topological contexts.
Penner Coordinates for Closed Surfaces
Explore Penner coordinates for closed surfaces, delving into mathematical concepts and applications in quantum topology.
V. Tarkaev - The Complexity of an Infinite Series of Knots in the Thickened Torus
Explore the intricacies of knot theory as V. Tarkaev delves into the complexity of infinite knot series within a thickened torus, offering insights into advanced topological concepts.
V. Turaev - Knotoids
Explore knotoids, a mathematical concept in knot theory, with Professor V. Turaev. Delve into the intricacies of these topological structures and their applications in various fields of mathematics.
When Double-Orientable Seifert Manifold Contains an Odd Surface?
Explore conditions for odd surfaces in double-orientable Seifert manifolds, delving into topological properties and mathematical implications of these unique structures.
A. Akimova - Classification of Prime Virtual Knots of Genus 1 With Low Complexity
Classification methods for prime virtual knots of genus 1, focusing on those with low complexity. Explores advanced concepts in knot theory and topology.
A Census of Tetrahedral Hyperbolic Manifolds
Explore tetrahedral hyperbolic manifolds in this comprehensive census, examining their properties, classifications, and implications for quantum topology research.
Algebra Review - Part 2
Comprehensive review of advanced algebra concepts, covering exponents, geometry, functions, equations, inequalities, trigonometry, and more. Ideal for strengthening mathematical foundations.
Basic Algebraic Geometry
Explore local rings, morphisms, and function fields in algebraic geometry. Understand smoothness, singularities, and the geometric significance of local ring isomorphisms.
What if We Define 1-0 = Infinity - Möbius Transformations Visualized
Explore Möbius transformations and their connection to defining 1/0 = ∞, with insights on circular inversion, Riemann sphere, and applications in geometry and complex analysis.
Intro to Shape Theory - Basics for Beginners
Explore shape theory fundamentals and their real-world design applications, covering circles, squares, triangles, lines, and Gestalt principles for effective visual communication.
CW-Complex Nagata Idealizations
Explore advanced mathematical concepts in topology and algebra, focusing on CW-complex Nagata idealizations and their applications in Lefschetz properties.