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Strictification

In mathematics, specifically in category theory, a strictification refers to statements of the form “every weak structure of some sort is equivalent to a stricter one.” Such a result was first proven for monoidal categories by Mac Lane, and it is often possible to derive strictifications from coherence results and vice versa.

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Monoidal category

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Strictification

Nodes10
Edges9
Triples0
Avg. degree1.8
Density0.2
Components1

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Important terminology

categories monoidal mathematics doi coherence category strict 10 every equivalent mac lane theory one proven journal 1993 tensor advances 1016

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