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Ineffizient Kühnheit Flug homotopy equivalence relation kan complex converse Dienstag Bogen Pellet
An elementary illustrated introduction to simplicial sets
Real Homotopy Theory of K ihler Manifolds
Homotopy and homotopy equivalence - Mathematics Is A Science
On the equivalence of all models for (∞,2)$(\infty,2)$‐categories - Gagna - - Journal of the London Mathematical Society - Wiley Online Library
An elementary illustrated introduction to simplicial sets
Chapter 1 (0001): The Language of $\infty $-Categories—Kerodon
Directed homotopy and homology theories for geometric models of true concurrency
Notes on simplicial homotopy theory
SURVEY ARTICLE AN ELEMENTARY ILLUSTRATED INTRODUCTION TO SIMPLICIAL SETS 353
Fundamental group - Wikipedia
SIMPLICIAL SETS, NERVES OF CATEGORIES, KAN COMPLEXES, ETC These notes are taken from Peter May's classes in REU 2018. Some not
A map p : X → Y is a Kan fibration if it has the RLP wrt all inclusions Лn ⊂ An. Example: A fibration of simplicial sets, (
Inner Kan complexes and normal dendroidal sets
a Cmb.APCS)
Lecture 6 HOMOTOPY The notions of homotopy and homotopy equivalence are quite fundamental in topology. Homotopy equivalence of t
Simplicial Homotopy Theory
Lecture 6 HOMOTOPY The notions of homotopy and homotopy equivalence are quite fundamental in topology. Homotopy equivalence of t
Homotopy Equivalence - an overview | ScienceDirect Topics
Homotopy category of chain complexes - Wikipedia
Homotopy and homotopy equivalence - Mathematics Is A Science
TYPES OF HOMOTOPY IN SIMPLICIAL COMPLEXES AND FINITE SPACES Contents 1. Introduction 1 2. Preliminaries 3 2.1. A first taste of
geometry of physics -- homotopy types in nLab
Cubical Homotopy Theory brian a. munson
An elementary illustrated introduction to simplicial sets
geometry of physics -- homotopy types in nLab
arXiv:math/0702500v1 [math.AT] 16 Feb 2007
Introduction to ∞-Categories
Clever Homotopy Equivalences
CECH THEORY: ITS PAST, PRESENT, AND FUTURE CONTENTS §1. Introduction §2. Cech Theory §3. Étale Homotopy Theory §4. Shape Th
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