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Samson Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111:3--57, 1993.

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A concurrent logical framework I: Judgments and.. - Watkins, Cervesato.. (2003)   (2 citations)  (Correct)

....term language, unlike CLF, relies on conversion. There have been many other formalisms proposed for the representation of concurrent systems, many having elements in common with the CLF approach. Abramsky s proofsas processes relates classical linear logic with the synchronous calculus [Abr93, BS94]. Here concurrent computation corresponds to proof normalization (cut elimination) giving the system a functional avor. Concurrent computations (traces) are thus not rei ed as objects, as they are in CLF. Closer to the CLF view are approaches in which logical formulas are identi ed with ....

Samson Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111(1-2):3-57, 1993.


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....type system. Our notion of expansion does not depend on the type derivation. It is a de nition by induction on the terms which can be used as a basis to more speci c term transformation processes. The linear calculus was also studied in a di erent context by the linear logic community [Abr93, LM92, Wad90, BBdH92]. In these works the linear calculus is de ned as the computational interpretation of linear logic and the problem of transforming non linear terms into linear ones is not a central issue. 3 Types Here we describe the type systems used in the rest of the paper. 3.1 Curry Types The Curry ....

S. Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 1993.


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Samson Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111:3--57, 1993.


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S. Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111:3--57, 1993.


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Samson Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111:3--57, 1993.


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Abramsky, S. 1993. Computational interpretations of linear logic. Theoretical Computer Science 111, 3-57.


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Samson Abramsky. Computational interpretations of linear logic. Theoretical Computer Science, 111:3--57, 1993.


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