Briancon-Skoda Theorems - Part 1
Explore the Briancon-Skoda Theorems in this graduate-level mathematics lecture, delving into tight closure of ideals and their applications in algebraic geometry.
On Representations of Virtual Braid Group and Groups of Virtual Links
Explore representations of virtual braid groups and virtual link groups, delving into their properties, structures, and connections to quantum topology.
On the Hurwitz Existence Problem for Branched Covers Between Surfaces
Explore the Hurwitz existence problem for branched covers between surfaces, delving into mathematical concepts and theories related to topology and surface geometry.
Turaev Viro Invariants and Complexity of Virtual 3-Manifolds
Explore Turaev-Viro invariants and their application in determining complexity of virtual 3-manifolds, advancing understanding in quantum topology and geometric structures.
Cocyclic Invariants of Knots
Explore cocyclic invariants of knots, delving into advanced mathematical concepts and their applications in quantum topology.
Marzieh Forough: Lifts of Completely Positive Maps
Explore the mathematical concept of lifts in completely positive maps, delving into advanced topics in quantum information theory and operator algebras.
Some Remarks on Prismatic Cohomology of Rigid Spaces
Explore advanced mathematical concepts with Peter Scholze as he delves into prismatic cohomology of rigid spaces, offering insights and observations on this complex topic.
Resolution of Singularities and the McKay Correspondence by Yukari Ito
Explore resolution of singularities and McKay correspondence in algebraic geometry with Yukari Ito's insightful lecture, part of the inaugural Asian-Oceanian Women in Mathematics meeting.
The Z-P-Equivariant Steenrod Algebra and Its Applications
Explore recent advancements in Z/p-equivariant Steenrod algebra, including calculations of its dual with constant coefficients and applications to constructing Z/p-equivariant spectrum BPR at odd primes.
Jason Miller- Conformal Removability of SLEκ for κ∈[4,8)
Explores conformal removability of SLEκ curves, focusing on κ=4. Presents new conditions for conformal removability and discusses applications to SLEκ for κ∈(4,8). No prior SLE or LQG knowledge required.
Josef Svoboda, University of Miami - Q-Series Invariants and Abelian Covers
Explore q-series invariants of plumbed 3-manifolds, examining their behavior under abelian covers and deriving formulas for Seifert manifolds, with applications to vanishing results.
Smooth Cartan Subalgebras and Lie Groupoid Twists
Explore smooth Cartan subalgebras and Lie groupoid twists in this advanced mathematics talk by Anna Duwenig, delving into operator algebras and group actions.
Universes in Set and Type Theory
Explore universes in set and type theory, examining their foundations, structures, and applications in mathematical logic and computer science.
On the Spectral Problem of a Three Term Difference Operator
Explore the spectral problem of quantum mechanical operators in complex Planck's constant scenarios, focusing on toric Calabi-Yau threefolds and their implications.
Poisson and Quantum Algebras of SL(n) Monodromies and Groupoid Action
Explore Poisson and quantum algebras of SL(n) monodromies, delving into advanced mathematical concepts and their applications in theoretical physics and geometry.
Quantum Toric Geometry, Generalized Geometries & O-Minimality Conference
Explore advanced mathematical concepts in quantum toric geometry, generalized geometries, and o-minimality with expert Carlos A. Ruiz from UNAM in this conference presentation.
Categorical Landau Paradigm and the SymTFT - IPAM at UCLA
Explore advanced concepts in quantum physics with Oxford researcher Sakura Schafer-Nameki, focusing on the Categorical Landau Paradigm and SymTFT in relation to quantum error correction and gravity.
Introduction to Discrete Integrable Systems - Part 1
Explore discrete integrable systems with Sanjay Ramassamy, covering fundamental concepts and applications in geometry and statistical mechanics. Gain insights into this advanced mathematical field.
Inclusion-Exclusion via Multisets - Data Structures in Mathematics Math Foundations
Explore inclusion/exclusion via multisets, expanding to integral multisets with negative multiplicities. Learn a conceptual approach to this fundamental Set Theory theorem and its applications.
Indistinguishability Obfuscation from Well Founded Assumptions - Part 3
Explore advanced cryptographic concepts like indistinguishability obfuscation, learning parity with noise, and structured seed PRGs. Delve into degree-2.5 integer PRGs and their applications in cryptography.
Statistical Concurrent Non-Malleable Zero Knowledge from One-Way Functions
Explore advanced cryptographic concepts: statistical concurrent non-malleable zero-knowledge proofs derived from one-way functions in this concise theoretical presentation.