Linking Numbers in Non-Orientable 3 Manifolds
Explore linking numbers in non-orientable 3-manifolds, delving into advanced topological concepts and their applications in quantum theory and mathematical physics.
A. Akimova - Homologically Trivial Knots in Thickened Surfaces
Explore homologically trivial knots in thickened surfaces, examining their properties and implications for quantum topology research.
Non-Orientable Seifert Manifolds
Explore non-orientable Seifert manifolds in this advanced topology lecture, delving into complex mathematical concepts and their implications in quantum topology research.
Ph. Kirablev - Combinatorial Description of Heegaard Floer Homology
Explore combinatorial approaches to Heegaard Floer homology, a powerful invariant in low-dimensional topology, with insights from Ph. Kirablev's lecture on advanced mathematical techniques.
E. Fominykh - On a Series of Tetrahedral Manifolds
Explore tetrahedral manifolds in quantum topology, examining their properties and implications for mathematical research and applications in related fields.
A. Akimova - Homologically Trivial Knots
Explore homologically trivial knots in quantum topology, delving into advanced mathematical concepts and their implications for knot theory and related fields.
Ph. Korablev - Skein-Invariants of 3-Manifolds
Explore skein-invariants of 3-manifolds in this advanced topology lecture, delving into complex mathematical concepts and their applications in quantum topology.
Calculation of Casson Invariant for 3-Manifolds
Explore the calculation methods for Casson invariant in 3-manifolds, a crucial topological invariant in low-dimensional topology and knot theory.
On Matveev’s Complexity of Classical and Virtual 3 Manifolds
Explore Matveev's complexity theory for classical and virtual 3-manifolds, delving into advanced topological concepts and their applications in quantum topology.
Convex Surfaces and Rectangular Diagrams
Explore convex surfaces and rectangular diagrams in topology with Ivan Dynnikov's insightful lecture on advanced mathematical concepts and their applications.
A Census of Tetrahedral Hyperbolic Manifolds and Links
Explore tetrahedral hyperbolic manifolds and links, uncovering their properties and classifications in this comprehensive mathematical analysis.
Branched Coverings and Harmonic Automorphisms of Graphs
Explore branched coverings and harmonic automorphisms of graphs with Alexander Mednykh, delving into advanced mathematical concepts and their applications in quantum topology.
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.
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.
Penner Coordinates for Closed Surfaces
Explore Penner coordinates for closed surfaces, delving into mathematical concepts and applications in quantum topology.