Enriched Categories, Internal Categories and Change of Base

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Enhanced 2-categories and limits for lax morphisms (2011, background): “ight arrows are functors and loose arrows are profunctors (also called “modules” or “distributors”), but it is not satisﬁed in the examples we are interested in such as T-Algl. (Some authors, such as [Ver92], have also used the term equipment without this extra condition.) In terms of double categor”
∞-Categories for the Working Mathematician (2018, background): “∞-Categories for the Working Mathematician Emily Riehl and Dominic Verity Department of Mathematics, Johns Hopkins University, Baltimore, MD 21218, USA Email address: eriehl@math.jhu.edu Centre of Australian Category Theory, Macquarie University, NSW 2109, Australia Email address: dominic.verity@mq.”