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Titlebook: Computer Aided Verification; 13th International C Gérard Berry,Hubert Comon,Alain Finkel Conference proceedings 2001 Springer-Verlag Berlin

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Automated Inductive Verification of Parameterized Protocols?trees. It is therefore natural to verify parameterized-systems by inducting over this type. We employ a program transformation based proof methodology to automate such induction proofs. Our proof technique is geared to automate nested induction proofs which do not involve strengthening of induction
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Fast LTL to Büchi Automata Translationnsforms it into a Büchi automaton, using a generalized Büchi automaton as an intermediate step. Each automaton is simplified on-the-fly in order to save memory and time. As usual we simplify the LTL formula before any treatment. We implemented this algorithm and compared it with Spin: the experiment
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Symmetry and Reduced Symmetry in Model Checking?mmetry reduction in practice: (1) the property to be checked may distinguish symmetric states and hence not be preserved by the symmetry, and (2) the system may exhibit little or no symmetry. In this paper, we present a general framework that addresses both of these problems.We introduce “Guarded An
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Transformation-Based Verification Using Generalized Retimings registers in a circuit-based design representation without changing its actual input-output behavior. We discuss the application of retiming to minimize the number of registers with the goal of increasing the capacity of symbolic state traversal. In particular, we demonstrate that the classical de
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CLEVER: Divide and Conquer Combinational Logic Equivalence VERification with False Negative Eliminatday‘s complex circuits. Thus, to increase the effectiveness of BDD-based comparisons, divide-and-conquer strategies based on cut-points are applied. Unfortunately, these algorithms may produce false negatives. Significant effort must then be spent for determining whether the failures are indeed real
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Finite Instantiations in Equivalence Logic with Uninterpreted FunctionsRSS99]) we presented a decision procedure for this problem which started by reducing the formula into a formula in equality logic. As a second step, the formula structure was analyzed in order to derive a small range of values for each variable that is sufficient for preserving the formula‘s satisfi
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