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Daniel Kan
The Formalism of Segal Sections
The Nucleus of an Adjunction and the Street Monad on Monads
Generic Programming with Adjunctions
On Adjoint and Brain Functors
Model Structures on Toposes Niels Van Der Weide Supervisor: Ieke
Lecture Notes: Simplicial Sets
Samuel Eilenberg and Categories
Categorical Homotopy Theory Emily Riehl
An Elementary Illustrated Introduction to Simplicial Sets
Algebraic Model Structures
Equivariant Stable Homotopy Theory
Daniel M. Kan (1927–2013)
[Math.CT] 27 Oct 2020 the Nucleus of an Adjunction and the Street Monad
Kan Extensions for Program Optimisation Or: Art and Dan Explain an Old Trick
Category Theory and Related Fields: History and Prospects
A Homotopical Approach to KK-Theory
E∞-Comodules and Topological Manifolds a Dissertation Presented
Samuel Eilenberg 1913–1998
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Rational Homotopy Theory Author(S): Daniel Quillen Source: Annals of Mathematics, Second Series, Vol
An Elementary Illustrated Introduction to Simplicial Sets Arxiv:0809.4221V7
Tool and Object: a History and Philosophy of Category Theory
Models of Univalence in Cubical Sets an Introduction to the Proof of Univalence and a Review of Recent Literature
Niceness Theorems 1 by Michiel Hazewinkel Burg
The Higher Riemann-Hilbert Correspondence and Multiholomorphic Mappings
The Dendroidal Dold-Kan Correspondence
Categorical Homotopy Theory Emily Riehl
Fibrancy of Partial Model Categories
Homotopy Theory and Topoi by Tibor Beke
The Kan Extension Seminar: an Experimental Online Graduate Reading Course