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Indexed containers and initial algebras for polynomial endofunctors

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If you have a question about this talk, please contact Nathanael Arkor.

A brief tour of inductive types in dependent type theory, via initial algebras for polynomial endofunctors, and back to type theory through [indexed] containers. Followed, time permitting, by generalising each of these to the indexed case.

This talk is part of the Logic & Semantics for Dummies series.

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