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Information and Computation

Effect algebras, presheaves, non-locality and contextuality

Sam Staton, Sander Uijlen

Published Apr 2, 2018• 9 citations
Publisher
DOI
10.1016/j.ic.2018.02.012

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This thesis presents two new approaches to two topics in quantum foundations: Part I: The study of causal structures and higher order processes, i.e., transformations of processes.Part II: The study of non-locality and contextuality using effect algebras.embed in a category of presheaves and this allows us to make a connection between the two approaches using adjunctions.In particular, we are able to relate our effect algebraic framework to the established presheaf approach of Abramsky and Brandenburger.In a similar fashion we relate effect algebras to test spaces.We describe explicitly the examples of Bell, Kochen-Specker, Hardy and GHZ.

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This thesis presents two new approaches to two topics in quantum foundations: Part I: The study of causal structures and higher order processes, i.e., transformations of processes.Part II: The study of non-locality and contextuality using effect algebras.embed in a category of presheaves and this allows us to make a connection between the two approaches using adjunctions.In particular, we are able to relate our effect algebraic framework to the established presheaf approach of Abramsky and Brandenburger.In a similar fashion we relate effect algebras to test spaces.We describe explicitly the examples of Bell, Kochen-Specker, Hardy and GHZ.