作者: Tristan Charrier , Sophie Pinchinat , François Schwarzentruber
DOI: 10.1007/978-3-319-73579-5_9
关键词: Epistemic modal logic 、 Satisfiability 、 Reduction (recursion theory) 、 First-order logic 、 Group (mathematics) 、 Fragment (logic) 、 Model checking 、 Calculus 、 Gas meter prover 、 Computer science
摘要: In this paper, we investigate the model checking problem of symbolic models against epistemic logic with arbitrary public announcements and group announcements. We reduce to satisfiability Monadic Second Order Logic (MMSO), fragment monadic-second order restricted monadic predicates. particular, for case formulas in which all are existential, proposed reduction lands first-order logic. take advantage situation report on few experiments made provers.