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EPISODE · Mar 17, 2020 · 16 MIN

Structural termination

from Iowa Type Theory Commute · host Aaron Stump

Start of Chapter 8 of the podcast, on termination checking in type theory, and strong functional programming.  Discussion of a little history of adding datatypes to the original pure type theory of Coq (called the Calculus of Constructions).  Considering the most basic form of termination checking, which is checking syntactically that recursive calls are only made on subdata of the data input to the recursive function.  

Episode metadata supplied by the publisher feed · Published Mar 17, 2020

What this episode covers

Start of Chapter 8 of the podcast, on termination checking in type theory, and strong functional programming. Discussion of a little history of adding datatypes to the original pure type theory of Coq (called the Calculus of Constructions). Considering the most basic form of termination checking, which is checking syntactically that recursive calls are only made on subdata of the data input to the recursive function.

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Structural termination

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How long is this episode of Iowa Type Theory Commute?

This episode is 16 minutes long.

When was this Iowa Type Theory Commute episode published?

This episode was published on March 17, 2020.

What is this episode about?

Start of Chapter 8 of the podcast, on termination checking in type theory, and strong functional programming.  Discussion of a little history of adding datatypes to the original pure type theory of Coq (called the Calculus of Constructions). ...

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