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Types, (co)monads, substructural logic. Tue 16 Jan 2018. Computational Quadrinitarianism (Curious Correspondences go Cubical). Posted by Gershom Bazerman under Uncategorized. Back in 2011, in an influential blog post [ 1. 2 Spaces, Logics. I had thought that it was a unique innovation of homotopy type theory to consider logics (resp. type theories) that took semantics in spaces. But it turns out that I just didn't know the history of constructive logic very well. In fact, in roughly the same ...And just ...

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Types, (co)monads, substructural logic. Tue 16 Jan 2018. Computational Quadrinitarianism (Curious Correspondences go Cubical). Posted by Gershom Bazerman under Uncategorized. Back in 2011, in an influential blog post [ 1. 2 Spaces, Logics. I had thought that it was a unique innovation of homotopy type theory to consider logics (resp. type theories) that took semantics in spaces. But it turns out that I just didn't know the history of constructive logic very well. In fact, in roughly the same ...And just ...

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The Comonad.Reader | digitigrade.com Reviews

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Types, (co)monads, substructural logic. Tue 16 Jan 2018. Computational Quadrinitarianism (Curious Correspondences go Cubical). Posted by Gershom Bazerman under Uncategorized. Back in 2011, in an influential blog post [ 1. 2 Spaces, Logics. I had thought that it was a unique innovation of homotopy type theory to consider logics (resp. type theories) that took semantics in spaces. But it turns out that I just didn't know the history of constructive logic very well. In fact, in roughly the same ...And just ...

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The Comonad.Reader » About

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Types, (co)monads, substructural logic. This blog serves – or at least is intended to serve – as a forum for discussing substructural logics, dependent types, type systems, comonads, and whatever strikes my fancy. The name is based on “ The Monad.Reader. 8221; which serves as a place for publishing articles of not-quite-journal quality that pertain to Haskell. As my musings are likely to be similarly suspect, incomplete, or unoriginal the comparison seemed appropriate.

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Types, (co)monads, substructural logic. Tue 16 Jan 2018. Computational Quadrinitarianism (Curious Correspondences go Cubical). Posted by Gershom Bazerman under Uncategorized. Back in 2011, in an influential blog post [ 1. 2 Spaces, Logics. I had thought that it was a unique innovation of homotopy type theory to consider logics (resp. type theories) that took semantics in spaces. But it turns out that I just didn't know the history of constructive logic very well. In fact, in roughly the same ...And just ...

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