Highly Influenced

- Published 2011 in Applied Categorical Structures
DOI:10.1007/s10485-009-9215-2

Categorical universal algebra can be developed either using Lawvere theories (single-sorted finite product theories) or using monads, and the category of Lawvere theories is equivalent to the category of finitary monads on Set. We show how this equivalence, and the basic results of universal algebra, can be generalized in three ways: replacing Set by… (More)

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- A Discussion on Notions of Lawvere Theories
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