A look at Agda's module system episode artwork

EPISODE · May 12, 2021 · 14 MIN

A look at Agda's module system

from Iowa Type Theory Commute · host Aaron Stump

Agda's module system (beautifully described here) could be seen as intermediate between Haskell's and Standard ML's.  It supports nested parametrized modules with information hiding, but does not go all the way to higher-order functors (as in Standard ML).

Episode metadata supplied by the publisher feed · Published May 12, 2021

Agda's module system (beautifully described here) could be seen as intermediate between Haskell's and Standard ML's. It supports nested parametrized modules with information hiding, but does not go all the way to higher-order functors (as in Standard ML).

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A look at Agda's module system

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Agda's module system (beautifully described here) could be seen as intermediate between Haskell's and Standard ML's.  It supports nested parametrized modules with information hiding, but does not go all the way to higher-order functors (as in...

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