Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
427870 | Information Processing Letters | 2010 | 9 Pages |
Resource bisimilarity has been proposed in the literature on concurrency theory as a notion of bisimilarity over labeled transition systems that takes into account the number of choices that a system has. Independently, g-bisimilarity has been defined over Kripke models as a suitable notion of bisimilarity for graded modal logic. This note shows that these two notions of bisimilarity coincide over image-finite Kripke frames.
Research highlights► Resource bisimilarity coincides with graded bisimilarity. ► The Hennessy–Milner property holds for graded modal logic over the class of image-finite Kripke frames modulo graded bisimilarity. ► Resource bisimilarity on multiframes coincides with coalgebraic bisimilarity for the finite multiset functor.