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Interleaved scope for games and automata

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There has been some interest recently in applying nominal techniques to the semantics of games and automata. I will describe research into splitting name-restriction into explicit name-allocation and name-deallocation, written respectively. “” corresponds to “bind a in foo”, but scope may just as well be interleaved, as in “ b>”. I will discuss algebraic and relational models of interleaved scope, and outline applications which include game semantics and automata.​

​ Interested readers are referred to: http://gabbay.org.uk/papers.html#leannt http://gabbay.org.uk/papers.html#gamsnm

This talk is part of the Logic and Semantics Seminar (Computer Laboratory) series.

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