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Introduction to the Parigot encoding episode artwork

EPISODE · Feb 18, 2020 · 11 MIN

Introduction to the Parigot encoding

from Iowa Type Theory Commute · host Aaron Stump

The Parigot encoding solves the Church encoding's problem of inefficient predecessor.  It can be typed using positive-recursive types, which preserve normalization of the type theory.

Episode metadata supplied by the publisher feed · Published Feb 18, 2020

What this episode covers

The Parigot encoding solves the Church encoding's problem of inefficient predecessor. It can be typed using positive-recursive types, which preserve normalization of the type theory.

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Introduction to the Parigot encoding

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This episode is 11 minutes long.

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This episode was published on February 18, 2020.

What is this episode about?

The Parigot encoding solves the Church encoding's problem of inefficient predecessor.  It can be typed using positive-recursive types, which preserve normalization of the type theory.

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