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Abstract: Engberg and Winskel's Petri net semantics of linear logic is re-considered, from the point of view of the logic BI of bunched implications. We first show how BI can be used to overcome a number of difficulties pointed out by Engberg and Winskel, and we argue that it provides a more natural logic for the net semantics. We then briefly consider a more expressive logic based on an extension of BI with classical and modal features. (Update)
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BibTeX entry: (Update)
@misc{ o'hearn-petri,
author = "Peter W. O'Hearn and Hongseok Yang",
title = "Petri Net Semantics of Bunched Implications",
url = "citeseer.ist.psu.edu/243617.html" }
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