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Center (category theory)
Frobenius and the Derived Centers of Algebraic Theories
Types Are Internal Infinity-Groupoids Antoine Allioux, Eric Finster, Matthieu Sozeau
The Elliptic Drinfeld Center of a Premodular Category Arxiv
Arxiv:1204.3607V6 [Math.KT] 6 Nov 2015 At1 Ar N Waldhausen and Pairs 1
RESEARCH STATEMENT 1. Introduction My Interests Lie
The Monoidal Center Construction and Bimodules
Centers and Homotopy Centers in Enriched Monoidal Categories
Mathematics and the Brain: a Category Theoretical Approach to Go Beyond the Neural Correlates of Consciousness
Categorification of the Müller-Wichards System Performance Estimation Model: Model Symmetries, Invariants, and Closed Forms
RESEARCH STATEMENT 1. Motivation Categorification, Initiated
Inverse Limit Spaces of Interval Maps
NOTES on QUASI-CATEGORIES Contents Introduction 2 1
Arxiv:0905.3117V1 [Math.QA] 19 May 2009 References .Tecne Fagae Uinctgr 10 14 Fo in Quadratic from Zeroes Arising Appendix: Categories Modular of 6
Notes on Category Theory (In Progress)
Notes on Category Theory
Enriched Monoidal Categories I: Centers
Exercises in Categories
MODULES 1. Introduction Let a Be an Abelian Category. We Write Obj(A)
Top View
Classifying Braidings on Fusion Categories 1
Homotopical Categories: from Model Categories to $(\Infty, 1) $-Categories
Fusion Subcategories of Representation Categories of Twisted Quantum Doubles of Finite Groups
The Theory of Quasi-Categories and Its Applications
Categorified Symmetries
Categorical Homotopy Theory Emily Riehl
Modular Categories∗
Category Theory in Context
Drinfeld Centers
BALANCED CATEGORY THEORY 1. Introduction
Homotopy Type Theory: a Synthetic Approach to Higher Equalities
The Graded Center of a Triangulated Category 1
Some Comments on Naturality in Category Theory 1
Notes on Category Theory
4 Categorical Limits and Colimits
On Fusion Rules and Solvability of a Fusion Category
Arxiv:1704.01447V3 [Math.CT] 8 Nov 2017 Eeitoue N[K.Mnia Aeoiserce Over Enriched Categories Monoidal [EK]
Principal ∞-Bundles – General Theory
The Relative Monoidal Center and Tensor Products of Monoidal Categories
Drinfeld Centers for Bimodule Categories
Character D-Modules Via Drinfeld Center of Harish-Chandra Bimodules
Types Are Internal C-Groupoids
Categorical Social Science: Theory, Methodology and Design
Tensor Categories
12 Feb 2018 Higher Groups in Homotopy Type Theory
Categorified Symmetries
Basic Concepts of Enriched Category Theory
Enriched Categories and Enriched Modules Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 22, No 2 (1981), P
Summer School on Equivariant Homotopy Theory Shanghai Center for Mathematical Sciences August 13–17, 2019
Arxiv:Math/9802029V1
The Center of a Green Biset Functor Serge Bouc, Nadia Romero
THE BERNSTEIN CENTER of the CATEGORY of SMOOTH W(K)[Gln
On the Center of Fusion Categories
Notes on Higher Groups and Projective Spaces
Category Theory
RESEARCH STATEMENT 1. Introduction Categorification Is The
Enriched Indexed Categories
Categories and Functors
Fixed Point Properties and Inverse Limit Spaces
CONTINUOUS CATEGORIES REVISITED 1. Introduction
The Center Functor Is Fully Faithful
On Lagrangian Algebras in Braided Fusion Categories
The Center of the Categorified Ring of Differential Operators
What Is Applied Category Theory? 2
THE CENTER STORE REVOLUTION Innovation Drives Trips and Category Growth
Monoidal Categories
Vertical Categorification of Classical . February 18, 2013 1