Homotopy Type Theory left shift operator > history (Rev #2)

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Definition

Given a type MM and a sequence x:Mx:\mathbb{N} \to M of terms in MM, the left shift operator

T:(M)(M)T:(\mathbb{N} \to M) \to (\mathbb{N} \to M)

is defined as

T(x)(i)x(i+1)T(x)(i) \coloneqq x(i + 1)

for i:i:\mathbb{N}.

See also

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