A referee pointed out this paper to me:
• Uffe Engberg and Glynn Winskel, Petri nets as models of linear logic, Colloquium on Trees in Algebra and Programming, Springer, Berlin, 1990.
It contains a nice observation: we can get a commutative quantale from any Petri net.
I’ll explain how in a minute. But first, what does have to do with linear logic?
In linear logic, propositions form a category where the morphisms are proofs and we have two kinds of ‘and’:
, which is a cartesian product on thi...
Published on October 05, 2019 18:21