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Titlebook: Algorithms for Sensor Systems; 15th International S Falko Dressler,Christian Scheideler Conference proceedings 2019 Springer Nature Switzer

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Pushing Lines Helps: Efficient Universal Centralised Transformations for Programmable Matterwe restrict attention solely to centralised transformations and leave the distributed case as a direction for future research. Our results are positive. By focusing on the apparently hard instance of transforming a diagonal . into a straight line ., we first obtain transformations of time . without
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Existence of Connected Intersection-Free Subgraphs in Graphs with Redundancy and Coexistence Propertstrate that so far existing solutions cannot guarantee connectivity of the constructed intersection-free subgraphs. Thus, one fundamental question stood open so far, if graphs obeying redundancy and coexistence property always contain a connected intersection-free subgraph at all. The contribution o
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Reception Capacity: Definitions, Game Theory and HardnessMaximum Perfect Dominated Set (MaxPDS) problem. Using this relationship we give a tight lower bound for approximating this capacity which essentially matches a known upper bound. As our main result, we analyze this notion of capacity under game-theoretic constraints, giving tight bounds on the avera
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Collaborative Broadcast in , Rounds an Expanding Disk Broadcasting Algorithm, where in a round only triggered nodes within a certain distance from the initiator node contribute to the broadcasting operation..This algorithm achieves a broadcast in only . rounds in the SNR-model. Adapted to the MISO model, it broadcasts within . rounds
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Optimal Circle Search Despite the Presence of Faulty Robotsrash fault robots, we provide optimal algorithms for the (., .)-search problem, with optimal worst-case search completion time .. Our main technical contribution pertains to optimal algorithms for (., 1)-search with a Byzantine-faulty robot, minimizing the worst-case search completion time, which eq
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Der Weg in die Unternehmensberatungwe restrict attention solely to centralised transformations and leave the distributed case as a direction for future research. Our results are positive. By focusing on the apparently hard instance of transforming a diagonal . into a straight line ., we first obtain transformations of time . without
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