Titlebook: Structural Information and Communication Complexity; 24th International C Shantanu Das,Sebastien Tixeuil Conference proceedings 2017 Spring

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Conference proceedings 2017, SIROCCO 2017, held in Porquerolles, France, in June 2017..The 21 full papers presented were carefully reviewed and selected from 41 submissions. They are devoted to the study of the interplay between structural knowledge, communications, and computing in decentralized systems of multiple communica

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0302-9743 decentralized systems of multiple communicating entities. They are organized around the following topics: wireless networks; identifiers and labeling; mobile agents; probabilistic algorithms; computational complexity; dynamic networks..978-3-319-72049-4978-3-319-72050-0Series ISSN 0302-9743 Series E-ISSN 1611-3349

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Killing Nodes as a Countermeasure to Virus Expansionof site percolation; (2) when killing messages have priority, we prove that there always exists a killing strategy that contains a virus, for any probability .; in contrast, (3) when killing message do not have priority, there is not always a successful killing strategy, and we study the virus propagation for various ..

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0302-9743 al Information and Communication Complexity, SIROCCO 2017, held in Porquerolles, France, in June 2017..The 21 full papers presented were carefully reviewed and selected from 41 submissions. They are devoted to the study of the interplay between structural knowledge, communications, and computing in

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Structural Information and Communication Complexity24th International C

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Token Traversal in Ad Hoc Wireless Networks via Implicit Carrier Sensinghout GPS, carrier sensing and other helping features. We apply this method to span a traversal tree and accomplish broadcast in . communication rounds, deterministically, provided nodes are equipped with unique IDs in the range [1, .] for .. This result implies an .-round randomized solution that do

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Short Labeling Schemes for Topology Recognition in Wireless Tree Networksgnition algorithms. For the first problem, we show that the minimum length of a labeling scheme allowing topology recognition in all trees of maximum degree . is .. For such short schemes, used by an algorithm working for the class of trees of diameter . and maximum degree ., we show almost matching