The Future of Physics
Exploring physics beyond fundamental laws: designing new forms of matter and addressing Anthropocene challenges. Insights into the evolving landscape of physics research and its societal implications.
Linear BV Quantization as a Functor of Infinity Categories - Lecture
Dive into linear BV quantization as a functor of infinity categories, exploring advanced mathematical concepts in this Prague Mathematical Physics Seminar.
The Evolution of Functional Programming in C++
Explore the evolution of functional programming in C++, from templates to ranges. Gain insights into modern C++'s blend of systems and functional programming, and glimpse future developments for performant, functional code.
The Fundamental Group of Random 3-Manifolds and Other Random Objects
Dive into the fundamental group of random 3-manifolds, exploring probability distributions and their applications to various categories in mathematics.
Categorical Noncommutative Geometry
Dive into categorical noncommutative geometry, exploring algebraic varieties through derived categories of coherent sheaves and extending classical concepts to differential graded categories.
Unleashing Algebraic Metaprogramming in Julia with Metatheory.jl
Explore Metatheory.jl for algebraic metaprogramming in Julia, covering e-graphs, equality saturation, and applications in symbolic computing, category theory, and compiler optimizations.
Weinstein Manifolds Through Skeletal Topology - Laura Starkston
Explore skeletal topology's role in understanding Weinstein manifolds, focusing on arboreal singularities, Fukaya categories, and stratification of skeletons in symplectic geometry.
Mirrors of Curves and Their Fukaya Categories - Denis Auroux
Explore symplectic geometry with Denis Auroux as he delves into mirrors of curves and their Fukaya categories, covering topics from monomial examples to Lagrangian admissibility.
Lie Algebras and Homotopy Theory - Jacob Lurie
Explore connections between Lie algebras and homotopy theory, covering fundamental groups, Whitehead brackets, and Quillen's theorem in this advanced mathematics seminar.
On Voevodsky's Univalence Principle - André Joyal
Explorez le principe d'univalence de Voevodsky avec André Joyal, examinant ses implications pour la théorie des types et les catégories dans cette conférence commémorative approfondie.
On the Left Adjoint of mod p Smooth Parabolic Induction
Delve into advanced mathematical concepts exploring parabolic induction functors, focusing on left adjoint properties and their behavior with algebraic weights in p-adic field extensions.
Strange Gradings and Elimination of Generators
Explorez les liens entre l'élimination des générateurs et diverses théories combinatoires, avec des applications aux décompositions semi-directes.
Topological Symmetry and Duality in Quantum Lattice Models - Lecture 1
Explore topological symmetry in quantum lattice models, focusing on finite symmetries, duality transformations, and their implications for condensed matter theory and numerical simulations.
Category of SET Orders - Representation Principle for Symmetry Enriched Topological Orders
Explore the representation principle for symmetry enriched topological orders, covering defects, boundaries, symmetry charges, and generalized gauging in physical systems.
Tilting Theory Revisited - Developments in Real Grothendieck Groups
Explore recent developments in tilting theory, focusing on real Grothendieck groups and 2-term silting complexes. Gain insights into g-fans, representation theory, and connections with canonical decompositions.
Quasi-Universal Sheaves and Generic Modules
Explorez les sheaves quasi-universels et les modules génériques dans le contexte de la théorie des représentations et de l'algèbre non commutative. Approfondissez les applications aux algèbres de dimension finie.
R-matrices for the Category O of Quantum Loop Algebras
Explore R-matrices for quantum loop algebras' category O, examining a functor relating Uq(g) and Uh(g) categories, and analyzing resulting R-matrices' properties and factorization.
Algebraization of Low-Dimensional Topology - Part I
Explore algebraic presentations of cobordism categories in low-dimensional topology. Learn about 3- and 4-modular Hopf algebras and their role in classifying TQFTs.
Bicategorical String Nets in Quantum Symmetries
Explore bicategorical string nets, pivotal bicategories, and their applications in modular functors and rational CFTs. Gain insights into Frobenius algebras and double categories.
Khovanov-Seidel Braids Representation
Explore Khovanov-Seidel braids representation in this mathematical conference talk. Gain insights into current trends in representation theory, cluster algebras, and geometry.
Differential Categories
Explorez les catégories différentielles et leur application en logique linéaire différentielle dans cette conférence mathématique approfondie.