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Titlebook: Coalgebraic Methods in Computer Science; 17th IFIP WG 1.3 Int Barbara König,Henning Urbat Conference proceedings 2024 IFIP International Fe

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楼主: 万灵药
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Proving Behavioural Apartness,gebraic bisimulations. This yields the possibility of finite proofs of distinguishability for a wide variety of state-based systems..We propose ., defined by dualising behavioural equivalence rather than bisimulations. A motivating example is the subdistribution functor, where the proof system based
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,A Compositional Framework for Petri Nets,This relies on defining structures with open ends that form interfaces they can be composed along. Together with this syntactic construction, we give a graphical language of morphisms in a PROP and a semantic category that describes the evolution of markings in a Petri net. Compared to previous work
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The Punishment for Aggressive war,by using order-enriched categories. We give a least-solution semantics as well as an initial algebra semantics, and prove they are equivalent. We also show how to place the alternation-free coalgebraic .-calculus in this framework, as well as PDL and a logic with a probabilistic dynamic modality.
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https://doi.org/10.1007/978-3-319-40688-6de theorems in our setting, including an explicit relationship between the syntactic monoid and the transition monoid of the minimal automaton. As a special case we recover the result of Bojańczyk, Klin and Lasota [.] for orbit-finite nominal automata by considering automata in the Myhill-Schanuel topos of nominal sets.
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,A Categorical Approach to Coalgebraic Fixpoint Logic,by using order-enriched categories. We give a least-solution semantics as well as an initial algebra semantics, and prove they are equivalent. We also show how to place the alternation-free coalgebraic .-calculus in this framework, as well as PDL and a logic with a probabilistic dynamic modality.
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