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Titlebook: Automata, Languages and Programming; 22nd International C Zoltán Fülöp,Ferenc Gécseg Conference proceedings 1995 Springer-Verlag Berlin Hei

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Intervalizing ,-colored graphs,hm for . = 3 is based on an extensive analysis of the precise structure of graphs of pathwidth two, dynamic programming on certain parts of the input graph, and a careful combination of the results for the different parts.
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Stochastic graphs have short memory: Fully dynamic connectivity in poly-log expected time, an algorithm for graph connectivity which admits an . cost of ... time per update. In contrast, the best known deterministic worst-case algorithms for fully dynamic connectivity require .. time per update.
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On the number of random bits in totally private computation,ayers have access to a source of uniformly distributed bits, at least .−1)(.−2)/2 random bits are needed to compute the sum modulo 2. of .-bit integers. This result is tight as there are protocols for this problem that use . this number of random bits.
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Optimal shooting: Characterizations and applications,c parameter seems to be interesting in its own right. This suggests searching for tighter (constructive or not) upper and lower bounds on the stage number of an arbitrary graph, as well as determining the complexity of the recognition problem . ε .., both for fixed as well as variable ..
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