Titlebook: Dynamic Logic. New Trends and Applications; 5th International Wo Nina Gierasimczuk,Fernando R. Velázquez-Quesada Conference proceedings 202

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Domenico Pignone,Juan B. Martínez-Labordevide a linear-time semantics over finite traces. The resulting formalism allows to state properties about geometrical entities whose attributes change along time. For both extensions, we prove the equivalence of their operational semantics with a denotational one.

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Deepmala Sehgal,Soom Nath Raina represent optimization problems and, in general, programs whose execution traces carry some sort of weight. Batz et al. show that a weighted version of Dijkstra’s weakest precondition operator can be used to reason about the competitive ratios of weighted programs. In this paper we study a proposit

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Domenico Pignone,Juan B. Martínez-Labordemated approach to quantum program verification at the cost of simplifying DQL to Basic Dynamic Quantum Logic (BDQL). We first formalize quantum states, quantum gates, and projections in bra-ket notation and use a set of laws from quantum mechanics and matrix operations to reason on quantum computati