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Aalta: an LTL satisfiability checker over Infinite/Finite traces

Jianwen Li, Yinbo Yao, Geguang Pu, Lijun Zhang, Jifeng He

Abstract

Linear Temporal Logic (LTL) is been widely used nowadays in verification and AI. Checking satisfiability of LTL formulas is a fundamental step in removing possible errors in LTL assertions. We present in this paper Aalta, a new LTL satisfiability checker, which supports satisfiability checking for LTL over both infinite and finite traces. Aalta leverages the power of modern SAT solvers. We have conducted a comprehensive comparison between Aalta and other LTL satisfiability checkers, and the experimental results show that Aalta is very competitive. The tool is available at www.lab205.org/aalta.

BibTeX
@inproceedings{Li-al:FSE14,
  author    = {Jianwen Li and
               Yinbo Yao and
               Geguang Pu and
               Lijun Zhang and
               Jifeng He},
  title     = {Aalta: an {LTL} satisfiability checker over {Infinite/Finite} traces},
  booktitle = {FSE},
  pages     = {731--734},
  publisher = {{ACM}},
  year      = {2014},
}

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