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Code-39 Drawer In VS .NET Using Barcode maker for VS .NET Control to generate, create ANSI .Related: Print Intelligent Mail .NET real-valued vector representations, with application to the optimization of continuous functions As summarized in Algorithm 111, EP utilizes four main components of EAs: Initialization: As with other EC paradigms, a population of individuals is initialized to uniformly cover the domain of the optimization problem Mutation: The mutation operator s main objective is to introduce variation in the population, ie to produce new candidate solutions Each parent produces one or more o spring through application of the mutation operator A number of EP mutation operators have been developed, as discussed in Section 1121 Evaluation: A tness function is used to quantify the behavioral error of individuals While the tness function provides an absolute tness measure to indicate how well the individual solves the problem being optimized, survival in EP is usually based on a relative tness measure (refer to 15) A score is computed to quantify how well an individual compares with a randomly selected group of competing individuals Individuals that survive to the next generation are selected based on this relative tness The search process in EP is therefore driven by a relative tness measure, and not an absolute tness measure as is the case with most EAs Selection: The main purpose of the selection operator is to select those individuals that survive to the next generation Selection is a competitive process where parents and their o spring compete to survive, based on their performance against a group of competitors Di erent selection strategies are discussed in Section 1122 Mutation and selection operators are applied iteratively until a stopping condition is satis ed Any of the stopping conditions given in Section 87 can be used Algorithm 111 Basic Evolutionary Programming Algorithm Set the eneration counter, t = 0; Initialize the strategy parameters; Create and initialize the population, C(0), of ns individuals; for each individual, xi (t) C(t) do Evaluate the tness, f (xi (t)); end while stopping condition(s) not true do for each individual, xi (t) C(t) do Create an o spring, xi (t), by applying the mutation operator; Evaluate the tness, f (xi (t)); Add xi (t) to the set of o spring, C (t); end Select the new population, C(t + 1), from C(t) C (t), by applying a selection operator; t = t + 1; end. 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