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Titlebook: Advances in Temporal Logic; Howard Barringer,Michael Fisher,Graham Gough Book 2000 Springer Science+Business Media Dordrecht 2000 Action.C

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期刊全称Advances in Temporal Logic
影响因子2023Howard Barringer,Michael Fisher,Graham Gough
视频video
学科分类Applied Logic Series
图书封面Titlebook: Advances in Temporal Logic;  Howard Barringer,Michael Fisher,Graham Gough Book 2000 Springer Science+Business Media Dordrecht 2000 Action.C
影响因子Time is a fascinating subject and has long since captured mankind‘s imagination, from the ancients to modern man, both adult and child alike. It has been studied across a wide range of disciplines, from the natural sciences to philosophy and logic. Today, thirty plus years since Prior‘s work in laying out foundations for temporal logic, and two decades on from Pnueli‘s seminal work applying of temporal logic in specification and verification of computer programs, temporal logic has a strong and thriving international research community within the broad disciplines of computer science and artificial intelligence. Areas of activity include, but are certainly not restricted to: Pure Temporal Logic, e. g. temporal systems, proof theory, model theory, expressiveness and complexity issues, algebraic properties, application of game theory; Specification and Verification, e. g. of reactive systems, ofreal-time components, of user interaction, of hardware systems, techniques and tools for verification, execution and prototyping methods; Temporal Databases, e. g. temporal representation, temporal query­ ing, granularity of time, update mechanisms, active temporal data­ bases, hypothetical re
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Compositional Verification of Timed Statecharts,ated to actions. In order to capture the quantitative aspect of time we consider a discrete extension of .-calculus with freeze quantification over clocks and clock constraints. The language . is parametric in the set of basic actions and it is characterized by an operator of process refinement, whi
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Decidable Theories of ,-Layered Metric Temporal Structures,ructures provided with an infinite number of arbitrarily coarse temporal layers and the theory of metric temporal structures provided with an infinite number of arbitrarily fine temporal layers. The proof for the first theory is obtained by reduction to the decidability problem of an extension of .1
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Deductive Verification of Parameterized Fault-Tolerant Systems: A Case Study, the modeling and verification of a parameterized fault-tolerant leader-election algorithm recently proposed in (Garavel and Mounier, 1996)..Our methods settle the general .-process correctness for the algorithm, which had been previously verified only for . 3. We formulate the notion of . to model
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Helsinki Music Centre Concert Halle mix of boolean connectives and modal operators. We analyze and compare the expressive power and the complexity of the proposed calculi, focusing on intermediate systems between . and .. We motivate the discussion by using a fault diagnosis problem as a case study.
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