2011
DOI: 10.1016/j.cosrev.2010.06.002
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Linear Temporal Logic Symbolic Model Checking

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Cited by 121 publications
(70 citation statements)
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References 143 publications
(239 reference statements)
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“…In this report, we assume the readers are familiar with the notion of property checking and have knowledge of LTL model checking. More details about model checking and LTL model checking can be found in [11] and [32].…”
Section: Formal Specificationmentioning
confidence: 99%
“…In this report, we assume the readers are familiar with the notion of property checking and have knowledge of LTL model checking. More details about model checking and LTL model checking can be found in [11] and [32].…”
Section: Formal Specificationmentioning
confidence: 99%
“…For a formal definition of LTL see [162]. Typical properties expressed with LTL formulas are safety, in the form G(¬χ), stating that the undesired condition χ is never satisfied, and liveness, in the form G (F(ψ)) or G(γ → F(ψ)), stating that the desired condition ψ will be eventually satisfied or that the desired condition ψ will be eventually satisfied if condition γ is satisfied.…”
Section: The Sal Model Checkermentioning
confidence: 99%
“…Moreover, if we look at the analysis performed by the tool from the fault tolerance point of view instead of the testing point of view, we can say that the tool assesses the sensitivity to SEUs of SRAM-based FPGA systems and generates input patterns that can be used to stimulate the system during fault injection or radiation testing experiments. The proposed tool relies on the SAL [29] description language to describe the structure of the netlist under analysis and to specify untestability theorems through LTL formulas [162]. The SAL-SMC model checker is used to prove the untestability of faults and to express the counter-examples that are used to generate the test patterns for the testable faults.…”
Section: Contribution Of the Thesismentioning
confidence: 99%
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“…Its uses include, among others, the specification of system properties [22], Two of the most important factors that still hamper the applicability of LTL-based approaches in practice are the limited efficiency and scalability of the corresponding verification tools, and the lack of expressiveness of the logic, which does not allow one to express, for example, variables with infinite domains (e.g., unbounded integers or reals). Recent work [5] on using Bit-Vector Logic as target formalism in a so-called bounded satisfiability approach for the formal verification of LTL specifications addresses the first issue.…”
Section: Introductionmentioning
confidence: 99%