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A Dialectica Model of State (1996)  (Make Corrections)  (1 citation)
Marcelo da Silva Correa, Edward Hermann Haeusler, Valeria Correa Vaz de Paiva



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Abstract: : Reddy [13] introduced an extended intuitionistic linear calculus to model some features of state-manipulation. His calculus LLMS -- for Linear Logic Model of State -- includes the connective "before" and an its associated modality y. De Paiva [5] presents a (collection of) dialectica categorical models for Classical Linear Logic, the categories GC. These categories contain an extra tensor product functor fi and a comonad structure corresponding to a modality related to it. It is surprising... (Update)

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...and as such are directly applicable as a semantic model for LLMS. This connection has already been partially explored in [da S. Correa et al. 1996] for a variant of Reddy s system called LLMS c , with the new tensor relaxed to be commutative, motivated by considering it as...

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BibTeX entry:   (Update)

Marcelo da S. Correa, Edward H. Haeusler, and Valeria C.V. de Paiva. A dialectica model of state. In Proceedings of Computing: The Australasian Theory Symposium (CATS'96), January 1996. http://citeseer.ist.psu.edu/dasilvacorrea96dialectica.html   More

@inproceedings{ corrdialectica,
    author = "Marcello da S. Corr{\^e}a and Edward H. Haeusler and Valeria C. V. de Paiva",
    title = "A Dialectica Model of State",
    pages = "29--37",
    url = "citeseer.ist.psu.edu/dasilvacorrea96dialectica.html" }
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68   Towards a geometry of interaction (context) - Girard - 1987
29   Syntactic control of interference revisited - O'Hearn, Power et al. - 1995
22   Distributive laws (context) - Beck - 1969
15   Linear logic and interference control (context) - O'Hearn - 1991
14   A dialectica-like model of linear logic (context) - de Paiva - 1989
13   Passivity and independence (context) - Reddy - 1994
8   A linear logic model of state (context) - Reddy - 1993
7   Dialectica categories (context) - de Paiva - 1987
2   Technical Report PUC-Rio (context) - da, Correa et al. - 1995
2   University of Cambridge Computer Laboratory (context) - de Paiva, of et al. - 1991

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