Symbolic Trajectory Evaluation
نویسندگان
چکیده
ion, 7antecedent, 21assertions, 21, 22, 27B, 10BDDs, 3Benchmark 11STE, 36Benchmark 17STE, 38Benchmark 20STE, 50Benchmark 21STE, 42Benchmark 22STE, 46Benchmark 7STE, 54bilattice, 10bottom elementmodel, 9truth domain, 10branching time, 10C, 19circuit model, 19compositional rules, 28conjunction, 31specialisation, 29Time Shift, 29transitivity, 32until rule, 33compositional theory, 7compositionality, 7consequent, 21COSMOS, 19, t, f , see defining sequence setDe Morgan’s LawQ, 11defining pair, 13defining sequence set, 24defining set, 13defining trajectory set, 25 IEEE floating point multiplier, 41implicationQ, 12TL, 15inconsistency, 21information orderingstate space, 9truth domain, 10interpretation, 17 linear time, 10logicquaternary, 10min g, 22model structure, 9 next state function, 9non-determinism, 10notationsequences, 14P , see power setpartial order, 11power set, 23Q-predicate, 12quaternarylogicdefinition, 10motivation, 16operations, 11R, see realisable statesrange, 13realisablestates, 9 satisfactionscalar, 15symbolic, 17
منابع مشابه
A New SAT-Based Algorithm for Symbolic Trajectory Evaluation
We present a new SAT-based algorithm for Symbolic Trajectory Evaluation (STE), and compare it to more established SAT-based techniques for STE.
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