Titlebook: Computer Science – Theory and Applications; 11th International C Alexander S. Kulikov,Gerhard J. Woeginger Conference proceedings 2016 Spri

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Andreas Türler,Kenneth E. Gregorichof Boolean relations as input, we seek a satisfying assignment of the formula having minimal Hamming distance to a given assignment that is not required to be a model (NearestSolution, NSol). We obtain a complete classification with respect to the relations admitted in the formula. For two classes o

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Synthesis of Superheavy Elements,dify at most . edges in . so that the resulting graph contains no induced subgraph isomorphic to .? In our variant, the input additionally contains a vertex-disjoint packing . of induced subgraphs of ., which provides a lower bound . on the number of edge modifications required to transform . into a

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William J. Chamberlain,R. L. Stedmanstraints is at least as hard as determining the winner in Mean Payoff Games, a notorious problem of open computational complexity. Mean Payoff Games are known to be in ., which is not known for max-closed semilinear constraints. Semilinear relations that are max-closed and additionally closed under

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N. I. Ilchenko,Yu. I. Pyatnitskyitional approach to the design of stochastic systems with hard real-time constraints. This paper achieves the first step towards that goal. Firstly, we define a parallel composition operator that (we prove) corresponds to the interleaving semantics for that model; we give conditions over probability

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P. Gary Eller,Robert A. Penneman at most . vertex or edge deletions and edge additions. We show that the problem is W[1]-hard when parameterized by . for any combination of the allowed editing operations. From the positive side, we show that the problem can be solved in time . for .-vertex graphs, where ., i.e., the problem is FPT