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JAPLL
2010

Hybrid logic with the difference modality for generalisations of graphs

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Hybrid logic with the difference modality for generalisations of graphs
We discuss recent work generalising the basic hybrid logic with the difference modality to any reasonable notion of transition. This applies equally to both subrelational transitions such as monotone neighbourhood frames or selection function models as well as those with more structure such as Markov chains and alternating temporal frames. We provide a generic canonical cut-free sequent system and a terminating proof-search strategy for the fragment without the difference modality but including the global modality.
Robert S. R. Myers, Dirk Pattinson
Added 19 May 2011
Updated 19 May 2011
Type Journal
Year 2010
Where JAPLL
Authors Robert S. R. Myers, Dirk Pattinson
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