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Constructing categorical idempotents

We give a general construction of categorical idempotents which recovers the categorified Jones-Wenzl projectors, categorified Young symmetrizers, and other constructions as special cases. The construction is intimately tied to cell theory in the sense of additive monoidal categories.

4 nodes3 linksoverview previewConstructing categorical idempotents
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Constructing categorical idempotents4 visible / 4 total nodes / 3 links
AuthorshipTopic signalTopic signalWConstructing categorical idempo...preprint / 2020AMatthew HogancampResearcherTmath.AT1949 worksTmath.QA1454 works
PaperSignal 103 links

Constructing categorical idempotents

preprint / 2020

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