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Titlebook: Symbolic Model Checking; Kenneth L. McMillan Book 1993 Kluwer Academic Publishers 1993 VLSI.computer.design.model.model checking.verificat

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Conclusion,rification algorithms, in order to cope with the state explosion problem. This can be done in a unified way by representing the algorithms in the Mu-Calculus fixed point notation. For fairly diverse families of regularly structured systems, the CTL model checking algorithm was observed to run in tim
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Induction and Model Checking,perty continue to hold if we added one more processor. One hundred? One thousand? Clearly, at some point we will be unable to answer the question with the model checker alone. It would be far preferable to settle the question once and for all, regardless of the number of processors.
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Conclusion,ut a theoretical result bounding the OBDD representation of the transition relation for such systems. Standard automatic verification algorithms would be unsuitable for these examples because their complexity is proportional to the number of reachable states.
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Kenneth L. McMillanis appropriate for researchers, upper level students (masters level and beyond) and practitioners wishing to revive their knowledge of times series analysis or to quickly learn about the main mechanisms of SSA.  .                          .            .978-1-137-40951-5Series ISSN 2662-639X Series E-ISSN 2662-6403
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Kenneth L. McMillanis appropriate for researchers, upper level students (masters level and beyond) and practitioners wishing to revive their knowledge of times series analysis or to quickly learn about the main mechanisms of SSA.  .                          .            .978-1-137-40951-5Series ISSN 2662-639X Series E-ISSN 2662-6403
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