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Titlebook: EVOLVE- A Bridge between Probability, Set Oriented Numerics and Evolutionary Computation; Emilia Tantar,Alexandru-Adrian Tantar,Oliver Sch

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ation. For single-objective scheduling problems, that is the optimization of task assignments to sparse resources over time, a variety of optimal algorithms or heuristic rules are available. However, in the multi-objective domain it is often impossible to provide specific and theoretically well foun
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On the Foundations and the Applications of Evolutionary Computing tools leads to fascinating mathematics related to Feynman-Kac path integral theory and their interacting particle interpretations. In this chapter, we provide an introduction to the stochastic modeling and the theoretical analysis of these particle algorithms. We also illustrate these methods through several applications.
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A Complex-Networks View of Hard Combinatorial Search Spacesnalysis is primarily based on decision problems, i.e. those that require a yes/no answer [7, 15], but the theory can readily be extended to optimization problems [16], roughly speaking, those in which we seek a solution with an associated minimum or maximum cost, which are the ones that will be dealt with here.
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