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Higher-Order Arrow Categories

2014
Arrow and Goguen categories were introduced as a suitable categorical and algebraic description of \({\mathcal L}\)-fuzzy relations, i.e., of relations using membership values from an arbitrary complete Heyting algebra \({\mathcal L}\) instead of truth values or elements from the unit interval [0,1].
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An Introduction to Higher Categories

2019
In this chapter we give a non-technical introduction to higher categories. We describe some of the contexts that inspired and motivated their development, explaining the idea of higher categories, and the different classes of higher structures. We discuss one of the most important occurrences of higher categories in algebraic topology, which is the ...
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Towards Higher Categories

2010
Lectures on -Categories and Cohomology.- A Survey of (#x221E , 1)-Categories.- Internal Categorical Structures in Homotopical Algebra.- A 2-Categories Companion.- Notes on 1- and 2-Gerbes.- An Australian Conspectus of Higher Categories.
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Employability and Higher Education: A Category for the Future

New Directions for Adult and Continuing Education, 2019
AbstractThis chapter sets out to introduce some theoretical reflections on the employability construct in adult and higher education. At the same time, it illustrates some perspectives for educational action through the presentation of career service activities aimed at the development of transversal skills.
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Categories and narratives as sources of distinctiveness: Cultural entrepreneurship within and across categories

Strategic Management Journal, 2022
Michael Lounsbury   +2 more
exaly  

Role-governed categories

Journal of Experimental and Theoretical Artificial Intelligence, 2001
Arthur B Markman
exaly  

Weakly group-theoretical and solvable fusion categories

Advances in Mathematics, 2011
Pavel I Étingof   +2 more
exaly  

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