Titlebook: Automata, Languages and Programming; 34th International C Lars Arge,Christian Cachin,Andrzej Tarlecki Conference proceedings 2007 Springer-

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,Schneideisen und Selbst?ffner,e graph is such a way that given the labels of two nodes . and ., one can decide whether . and . are .-vertex connected in ., i.e., whether there exist . vertex disjoint paths connecting . and .. The paper establishes an upper bound of ..log. on the number of bits used in a label. The best previous

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,Schneidst?hle zum Gewindeschneiden, logarithmic communication complexity for randomized protocols with a one-sided error probability of 1/3 but which has linear communication complexity for deterministic protocols. The result is true for .?=?.. players, where . is the number of bits on each players’ forehead. This separates the analo

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Zur mitarbeiterbezogenen Kapitalbeteiligung, the uncertainty is in the second stage costs of the edges, in the other version the uncertainty is in the set of vertices that needs to be matched. We prove lower bounds, and analyze efficient strategies for both cases. These problems model real-life stochastic integral planning problems such as co

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https://doi.org/10.1007/978-3-322-84449-1e sense that any circuit of size . must disagree with . on at least . fraction of inputs. Then the hard-core set lemma says that . must have a hard-core set . of density . on which it is “extremely hard”, in the sense that any circuit of size.s’= . must disagree with . on at least (1???.)/2 fraction

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Gewinn- und Verlustrechnung (GuV),s about approximation by DNF and other small-depth circuits:.(1) For every constant 0?