Titlebook: Structural Information and Communication Complexity; 25th International C Zvi Lotker,Boaz Patt-Shamir Conference proceedings 2018 Springer

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Brief Announcement: Fast Approximate Counting and Leader Election in Populationsmust determine an estimation . of the population size, where .. We call . the estimation parameter. Consider the setting in which an agent is in an initial state ., the rest . agents are in state . and the only existing transition is .. This is the . process and it can be shown that the expected tim

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Two Rounds Are Enough for Reconstructing Any Graph (Class) in the Congested Clique Modelnd . cannot be achieved in one round for arbitrary graph classes, and we give tight algorithms for that case..From (i) we recover all known results concerning the reconstruction of graph classes in one round and bandwidth .: forests, planar graphs, cographs, etc. But we also get new one-round algori

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Space-Efficient Uniform Deployment of Mobile Agents in Asynchronous Unidirectional Rings, we show that the memory space per agent can be reduced to .. To the best of our knowledge, this is the first research considering the effect of the multiplicity detection on memory space required to solve problems.

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Explorable Families of Graphsven an explorable family of graphs, explores any graph of this family, without knowing which graph of the family is being explored. The answer to this question turns out to depend on how the explorable family is given to the hypothetical universal algorithm. If the algorithm can get the answer to an

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d theory, geometric quantization and symplectic geometry, coherent states methods, holomorphic representation theory, Poisson structures, non-commutative geometry, supersymmetry and quantum groups. The editors have the pleasant task of first thanking all the local organizers, in particular Dr. K. Gilewicz, fo978-1-4615-2564-6

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geometric quantization and symplectic geometry, coherent states methods, holomorphic representation theory, Poisson structures, non-commutative geometry, supersymmetry and quantum groups. The editors have the pleasant task of first thanking all the local organizers, in particular Dr. K. Gilewicz, fo

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Amotz Bar-Noy,Keerti Choudhary,David Peleg,Dror Rawitzd theory, geometric quantization and symplectic geometry, coherent states methods, holomorphic representation theory, Poisson structures, non-commutative geometry, supersymmetry and quantum groups. The editors have the pleasant task of first thanking all the local organizers, in particular Dr. K. Gilewicz, fo978-1-4615-2564-6

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Johanne Cohen,George Manoussakis,Laurence Pilard,Devan Sohiergeometric quantization and symplectic geometry, coherent states methods, holomorphic representation theory, Poisson structures, non-commutative geometry, supersymmetry and quantum groups. The editors have the pleasant task of first thanking all the local organizers, in particular Dr. K. Gilewicz, fo