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Titlebook: Logic for Programming, Artificial Intelligence, and Reasoning; 11th International W Franz Baader,Andrei Voronkov Conference proceedings 200

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Flat and One-Variable Clauses: Complexity of Verifying Cryptographic Protocols with Single Blind Cotends the Skolem class. They showed its satisfiability problem to be in 3-DEXPTIME. We improve this result by showing that satisfiability for this class is NEXPTIME-complete, using new resolution techniques. We show satisfiability to be DEXPTIME-complete if clauses are Horn, which is what is require
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BCiC: A System for Code Authentication and Verification,ms to augment the rigor of formal proofs about intrinsic properties of code by relying on authentication and trust relations. BCiC integrates the Binder security language with the Calculus of (Co)Inductive Constructions (CiC). In this respect, it is a descendant of our previous logic BLF, which was
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Weighted Answer Sets and Applications in Intelligence Analysis,tradictions. In addition, a partial order relation on the program’s rules can be used to deduce a preference relation on its extended answer sets. In this paper, we propose a “quantitative” preference relation that associates a weight with each rule in a program. Intuitively, these weights define th
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Reasoning About Systems with Transition Fairness,uch conditions partition the computations of the systems into fair computations, with respect to which verification proceeds, and unfair computations, which are ignored. Reasoning about Kripke structures augmented with fairness is typically harder than reasoning about non-fair Kripke structures. We
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,Entanglement – A Measure for the Complexity of Directed Graphs with Applications to Logic and Gamesasure, called entanglement, is defined by way of a game that is somewhat similar in spirit to the robber and cops games used to describe tree width, directed tree width, and hypertree width. Nevertheless, on many classes of graphs, there are significant differences between entanglement and the vario
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How the Location of * Influences Complexity in Kleene Algebra with Tests,n be used to verify correctness of programs or compiler optimizations. Unfortunately, this theory is known to be Π.-complete. However, many formulas arising in practice fall into fragments of the theory that are of lower complexity. In this paper, we see that the location of occurrences of the Kleen
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