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Titlebook: Swarm Stability and Optimization; Veysel Gazi,Kevin M. Passino Book 2011 Springer-Verlag Berlin Heidelberg 2011 Swarm Coordination.Swarm I

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Asynchronous Distributed Agreement in Discrete Time Swarmsment in a swarm of agents using only local interactions. This problem has been considered in the literature under various names including synchronization and consensus. However, we believe that the term distributed agreement is the most appropriate terminology for the problem under consideration.
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Formation Control with Potential Functions and Newton’s Iterationsider a discrete-time model for agent motion dynamics. Such a model does not necessarily represent dynamics of physical agents. However, one can view the model as a high-level representation which generates way-points for the physical agents.
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Bacteria Foraging Optimizationation of genes of those animals that have successful foraging strategies since they are more likely to enjoy reproductive success (they obtain enough food to enable them to reproduce). After many generations, poor foraging strategies are either eliminated or shaped into good ones. Such evolutionary
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Particle Swarm Optimizationgain the problem in which we want to find the minimum of a function .(.), .. Assume that measurements or an analytical expression of the gradient . are not available. Moreover, even if they are available, assume the function is very non-uniform or noisy so that this information is not useful. The PS
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Swarm Coordination and Control Problemsproblem of function minimization since we will approach it using biologically inspired direct search methods in the last part of this book. At the end of the chapter we also point out other tasks investigated in the multi-agent systems literature which are of immediate relevance to the tasks or behaviors considered in this book.
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One-Dimensional Discrete-Time Swarmefore, the analysis of the swarm dynamics is relatively difficult. For this reason, we first analyze the dynamics of the swarm under the assumption of synchronous operation and perfect sensing (without time delays). Then, we build on the results obtained for this case and investigate the dynamics of the asynchronous swarm with sensing delays.
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