Question: min f(x) = x - 16x using Differential Evolution (DE) with 6 individuals MUTATION RECOMBINATION Mutation Factor Crossover Rate Value at initial generation G =

 min f(x) = x - 16x using Differential Evolution (DE) with

min f(x) = x - 16x using Differential Evolution (DE) with 6 individuals MUTATION RECOMBINATION Mutation Factor Crossover Rate Value at initial generation G = 0 Randomly selected individuals [r1, r2, r3] to compute the donor vector rand; Trand X1,0 0 0.43 2 X2,0 2 0.65 3 F=1.5 CR=0.5 X3,0 4 0.66 4. [2,5,6] (1,3,4] [2,4,5] (1,5,2] (3,2,4] [2,1,5] X4,0 6 0.25 5 X5,0 8 0.81 6 X6,0 10 0.15 1 Given Xmin = 0 and Xmax = 20, perform one step of Differential Evolution for particles X1 and x2 and obtain the values of X1,1 and X2,1 at generation G = 1 min f(x) = x - 16x using Differential Evolution (DE) with 6 individuals MUTATION RECOMBINATION Mutation Factor Crossover Rate Value at initial generation G = 0 Randomly selected individuals [r1, r2, r3] to compute the donor vector rand; Trand X1,0 0 0.43 2 X2,0 2 0.65 3 F=1.5 CR=0.5 X3,0 4 0.66 4. [2,5,6] (1,3,4] [2,4,5] (1,5,2] (3,2,4] [2,1,5] X4,0 6 0.25 5 X5,0 8 0.81 6 X6,0 10 0.15 1 Given Xmin = 0 and Xmax = 20, perform one step of Differential Evolution for particles X1 and x2 and obtain the values of X1,1 and X2,1 at generation G = 1

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