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Tetracategory
Low-Dimensional Internal Categorial Structures in Weakly Mal'cev
The Periodic Table of N-Categories for Low Dimensions I: Degenerate Categories and Degenerate Bicategories Draft
Extended Tqft, Gauge Theory, and 2-Linearization 11
1 Introduction
An Australian Conspectus of Higher Category Theory
University of California Riverside A
PSEUDO-CATEGORIES 1. Introduction
Probability Monads
Bicategories and 2-Categories a 2-Category a [Ehr, EK, Gr2, KS, ML] Consists of Objects A, B, C
Categorical and Combinatorial Aspects of Descent Theory
Titles and Abstracts
Structures in Higher-Dimensional Category Theory
OPLAX HOPF ALGEBRAS Contents 1. Introduction 1 2. Preliminaries 3 3
Bicategories and Higher Categories
Higher Categorical Structures and Their Applications
Deep-Beauty-Halvorson.Pdf
Anuário Científico 2007 Anuário Científico 2007 FICHA TÉCNICA
Research Statement Jeffrey Colin Morton
Top View
An Australian Conspectus of Higher Categories∗
Arxiv:Math/0107188V1 [Math.CT] 25 Jul 2001 Fte R Rsne Ee Ahdfiiini Ie Ntopages, Two When in Happens Given What Is on Definition Pages Two Each Further Here
Spans in 2-Categories: a Monoidal Tricategory
The Categorified Heisenberg Algebra I
Monoidal Bicategories and Hopf Algebroids
A Prehistory of N-Categorical Physics
An Australian Conspectus of Higher Categories∗
Comparing Algebraic and Non-Algebraic Foundations of N-Category Theory
Arxiv:1710.01465V4
Comparing Algebraic and Non-Algebraic Foundations of $ N
UC Riverside UC Riverside Electronic Theses and Dissertations
Självständiga Arbeten I Matematik
Electronic Notes in Theoretical Computer Science
Two-Dimensional Linear Algebra
Gguegpv$Wjgqt{
The Periodic Table of $ N $-Categories for Low Dimensions II: Degenerate
Categorical and Combinatorial Aspects of Descent Theory
A Prehistory of N-Categorical Physics DRAFT VERSION
The Periodic Table of N-Categories II: Degenerate Tricategories Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 52, No 2 (2011), P
The Hecke Bicategory, in Section 4.1
Arxiv:0708.1178V1 [Math.CT] 8 Aug 2007 Aeois Hstbewsfis Ecie Ybe N Oa N[ in Dolan and Baez by Described first Was Table This Categories
A SURVEY of DEFINITIONS of N-CATEGORY
A Categorification of Hall Algebras