%0 Journal Article %1 bradley2018applied %A Bradley, Tai-Danae %D 2018 %K mathematics %T What is Applied Category Theory? %U http://arxiv.org/abs/1809.05923 %X 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.

@article{bradley2018applied, abstract = {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.}, added-at = {2019-03-09T00:13:43.000+0100}, author = {Bradley, Tai-Danae}, biburl = {https://www.bibsonomy.org/bibtex/2d7ade83c1318135ddb1eac82c380a926/kirk86}, description = {[1809.05923] What is Applied Category Theory?}, interhash = {93861b32b74a29c820bd7ff601114a2e}, intrahash = {d7ade83c1318135ddb1eac82c380a926}, keywords = {mathematics}, note = {cite arxiv:1809.05923Comment: 50 pages, 49 figures; in v2: corrected typos & figure p. 38}, timestamp = {2019-03-09T00:13:43.000+0100}, title = {What is Applied Category Theory?}, url = {http://arxiv.org/abs/1809.05923}, year = 2018 }