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Title: Abstract substitution in enriched categories
Related: Journal of pure and applied algebra, Vol. 179, Issue 1-2, p.49-63
DOI: 10.1016/S0022-4049(02)00291-8
Publisher: Elsevier Science
Date: 2003
FoR/RFCD Code(s): 010100 Pure Mathematics
Author/Creator: Day, Brian
Author/Creator: Street, Ross
Description: Enriched categories equipped with an abstract substitution process are defined in this paper, and called substitudes. They generalize both monoidal enriched categories and operads, and are a little more general than multicategories. They can bear braidings and symmetries. There are two convolution processes with distinctly different properties.
Description: 15 page(s)
Subject Keyword: 010100 Pure Mathematics
Resource Type: journal article
Organisation: Macquarie University. Dept. of Mathematics

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