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Titlebook: Structural Information and Communication Complexity; 27th International C Andrea Werneck Richa,Christian Scheideler Conference proceedings

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Exploration of Time-Varying Connected Graphs with Silent Agentss to make sure that every vertex of the graph is visited by some agent. We consider discrete-time evolving graphs with an adaptive adversary: the adversary observes the actions of the agents, and can choose the graph for the next step arbitrarily with the only restriction that it must be connected.
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Optimal Packet-Oblivious Stable Routing in Multi-hop Wireless Networksughly speaking, a communication network system is said to be . if the number of packets waiting to be delivered (backlog) is finitely bounded at any one time..In this paper, we introduce a new family of combinatorial structures, which we call ., that are used to provide a set of transmission schedul
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Stateless Information Dissemination Algorithmson and by providing crash tolerance. In this paper we present an optimal stateless information dissemination algorithm for synchronous distributed systems. The termination time is considerable lower than that of a recently proposed stateless dissemination protocol. Apart from a special case the new
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Cops and Robbers on Dynamic Graphs: Offline and Online Caseep, a graph instance is generated as a subgraph of the . of the model. The cops and the robber take their turns on the current graph instance. The cops win if they can capture the robber at some point in time. Otherwise, the robber wins..In the . case, the players are fully aware of the evolution se
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The Power of Global Knowledge on Self-stabilizing Population Protocolsa network, sometimes allow us to design a self-stabilizing protocol for such problems. In this paper, we investigate the effect of global knowledge on the possibility of self-stabilizing population protocols in arbitrary graphs. Specifically, we clarify the solvability of the leader election problem
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