Cleavage of a TCP refers to unique lifting of fillers of simplicial $k$-horns in an $n$-simplex in the base of a TCP. Two definitions appear to disagree: $k < n$ versus $k \leq n$
2026-03-18 19:53:27.1773863607
What is (the current prefered definition) of a cleavage of a TCP = twisted cartesan Product?
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