Titlebook: Verification, Model Checking, and Abstract Interpretation; 25th International C Rayna Dimitrova,Ori Lahav,Sebastian Wolff Conference procee

Tonometry

雪白

Project and?Conquer: Fast Quantifier Elimination for?Checking Petri Net Reachability transparently, as a pre-processing step of existing model-checkers. Our approach is based on a new procedure that can project a property, about an initial Petri net, into an equivalent formula that only refers to the reduced version of this net. Our projection is defined as a variable elimination p

橢圓

Parameterized Verification of?Disjunctive Timed Networksunicate via . that enable a transition only if there is another process in a given location. We address the minimum-time reachability problem (.) in DTN s, and show how to efficiently solve it based on a novel zone-graph algorithm. We further show that solving . allows us to construct a “summary” TA

膽汁

值得贊賞

hegemony

Model-Guided Synthesis for?, over?Finite Traces input formula. In general, satisfiability is easier than synthesis in both theory and practice, as satisfiability needs only to find a satisfying trace, while synthesis has to find a winning strategy..This paper presents a novel technique called ., which improves the performance of synthesis for .,

清真寺

減震

Interpolation and?Quantifiers in?Ortholatticest to classical logic, yet has a quadratic-time decision procedure. We present a sequent-based proof system for quantified orthologic, which we prove sound and complete for the class of all complete ortholattices. We show that orthologic does not admit quantifier elimination in general. Despite that,