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Enriched ∞-categories via non-symmetric ∞-operads
Elsevier | 2015|Keywords: Higher category theory -
Kategorientheorie : Eine kurze Einführung
TIBKAT | 2019|Keywords: Category theory (Mathematics), Category Theory, Homological Algebra -
Nilpotence and descent in equivariant stable homotopy theory
Online Contents | 2017|Keywords: Category Theory -
CALF: Categorical Automata Learning Framework
Free accessDataCite | 2017|Keywords: category theory -
Lectures on Non-commutative K3 Surfaces, Bridgeland Stability, and Moduli Spaces
Springer Verlag | 2019|Keywords: Category Theory, Homological Algebra -
Higher linear algebra in topology and quantum information theory
Free accessBASE | 2019|Keywords: Category Theory -
A coherence theorem for pseudonatural transformations
Online Contents | 2017|Keywords: Category Theory -
Hopf Algebras and Their Generalizations from a Category Theoretical Point of View
TIBKAT | 2019|Keywords: Category theory (Mathematics)., Category Theory, Homological Algebra -
Living in a contradictory world: categories vs. sets?
British Library Conference Proceedings | 2009|Keywords: Category theory -
An Introduction to the Language of Category Theory
TIBKAT | 2017|Keywords: Category theory (Mathematics)., Category theory (Mathematics) -
How category came to Germany
British Library Conference Proceedings | 2009|Keywords: Category theory -
Category theory and Analysis: history and prospects
British Library Conference Proceedings | 2009|Keywords: Category theory -
Some Threads between Homotopy Theory and Category Theory: axiomatizing homotopy theories
British Library Conference Proceedings | 2009|Keywords: Category theory -
The role of category theory in contemporary mathematics
British Library Conference Proceedings | 2009|Keywords: Category theory -
A category theoretic approach to metaphor comprehension: Theory of indeterminate natural transformation
Elsevier | 2020|Keywords: Category theory -
On Charles Ehresmann's work: influences and interactions
British Library Conference Proceedings | 2009|Keywords: Category theory -
Groupoid: the development of a structural notion between group and category
British Library Conference Proceedings | 2009|Keywords: Category theory -
On Characters of Finite Groups
TIBKAT | 2017|Keywords: Category theory (Mathematics)., Category theory (Mathematics)
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