@What is Applied Category Theory?

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Abstract

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This is a collection of introductory, expository notes on applied category theory, inspired by the 2018 Applied Category Theory Workshop, and in these notes we take a leisurely stroll through two themes (functorial semantics and compositionality), two constructions (monoidal categories and decorated cospans) and two examples (chemical reaction networks and natural language processing) within the field.

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arXiv.org Snapshot {{zotero-imported-file 6FUDAFR5, “1809.html”}}

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arXiv Fulltext PDF {{zotero-imported-file EXZMXWA8, “Bradley - 2018 - What is Applied Category Theory.pdf”}}

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tags:: Mathematics - Category Theory, type/external/reference
day: 2018/10/03 1809.05923 is Applied Category Theory? is Applied Category Theory? [math] Bradley]] library](zotero://select/library/items/Y4DK8DGH), Web library

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Abstract

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This is a collection of introductory, expository notes on applied category theory, inspired by the 2018 Applied Category Theory Workshop, and in these notes we take a leisurely stroll through two themes (functorial semantics and compositionality), two constructions (monoidal categories and decorated cospans) and two examples (chemical reaction networks and natural language processing) within the field.

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relationship/attachments ->

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arXiv.org Snapshot {{zotero-imported-file 6FUDAFR5, “1809.html”}}

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arXiv Fulltext PDF {{zotero-imported-file EXZMXWA8, “Bradley - 2018 - What is Applied Category Theory.pdf”}}

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tags:: Mathematics - Category Theory, type/external/reference
day: 2018/10/03 1809.05923 is Applied Category Theory? is Applied Category Theory? [math] Bradley]] library](zotero://select/library/items/Y4DK8DGH), Web library

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>

Abstract

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This is a collection of introductory, expository notes on applied category theory, inspired by the 2018 Applied Category Theory Workshop, and in these notes we take a leisurely stroll through two themes (functorial semantics and compositionality), two constructions (monoidal categories and decorated cospans) and two examples (chemical reaction networks and natural language processing) within the field.

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>

relationship/attachments ->

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>

arXiv.org Snapshot {{zotero-imported-file 6FUDAFR5, “1809.html”}}

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>

arXiv Fulltext PDF {{zotero-imported-file EXZMXWA8, “Bradley - 2018 - What is Applied Category Theory.pdf”}}

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