Duality in Computer Science

Author:

Gehrke Mai1

Affiliation:

1. Institut de Recherche en Informatique Fondamentale, CNRS and Université Paris-Diderot

Funder

European Research Council

Publisher

ACM

Reference68 articles.

1. S. Abramsky. Domain Theory and the Logic of Observable Properties. Ph.D. thesis Queen Mary College University of London (1987). S. Abramsky. Domain Theory and the Logic of Observable Properties. Ph.D. thesis Queen Mary College University of London (1987).

2. Domain theory in logical form*

3. S. Abramsky. A Cook's Tour of the Finitary Non-Well-Founded Sets. 1988 lecture reprinted in Artemov et al. (eds.) We Will Show Them: Essays in honour of Dov Gabbay 1 1--18 (2005). S. Abramsky. A Cook's Tour of the Finitary Non-Well-Founded Sets. 1988 lecture reprinted in Artemov et al. (eds.) We Will Show Them: Essays in honour of Dov Gabbay 1 1--18 (2005).

4. S. Abramsky and A. Jung. Domain theory. Abramsky et al. (eds.) Handbook of Logic in Computer Science 3 OUP 1--168 (1994). S. Abramsky and A. Jung. Domain theory. Abramsky et al. (eds.) Handbook of Logic in Computer Science 3 OUP 1--168 (1994).

5. Varieties of Languages in a Category

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1. Monoidal Extended Stone Duality;Lecture Notes in Computer Science;2024

2. co-Semi-analytic Functors;Fundamenta Informaticae;2019-02-14

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