An intelligent optimization algorithm for adaptive dynamic evolution of behavior parameters
An intelligent optimization algorithm and dynamic evolution technology, applied in computing, computing models, instruments, etc., can solve problems such as inconvenient selection of behavioral parameters, and achieve the effect of improving convergence speed and optimization accuracy
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Embodiment 1
[0052] Embodiment 1: as figure 1 As shown, an intelligent optimization algorithm for adaptive dynamic evolution of behavioral parameters mainly includes the following steps:
[0053] Step1 Initialize the population space according to the optimized problem, that is, set the population size, dimension, and evolutionary algebra;
[0054] Step2 Calculate the value interval of each behavior parameter according to the optimized problem, and use the divergence tree method to perform evolution calculation on the behavior parameter set to obtain the set U; use the divergence tree method to perform evolution calculation on the behavior parameter set, including the first-order unstable evolution of behavior parameters and The second-level new stable evolution, the first-level unstable evolution is to use the matter-element extension method to develop multiple parameter configuration matter-elements along different paths for the selected population behavior parameters, that is, a divergen...
Embodiment 2
[0089] Embodiment 2: as figure 2 As shown in , an intelligent optimization algorithm for adaptive dynamic evolution of behavioral parameters, the following uses the Greiwank function as an example to illustrate the specific use and effect of this method.
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[0091] The Greiwank function is a typical nonlinear multimodal function, which has a wide search space and a large number of local optimal points as obstacles. It is a complex modal problem that many optimization algorithms are difficult to deal with. Using this method (ERTPSO algorithm) to optimize the parameters of the Greiwank function, first set the following settings, the population size is set to 30, the dimension is set to 10, the evolutionary algebra is set to 1000, and the value interval of the calculation behavior parameter is ψ 1 ={[0.1,0.5],[0.5,0.9],[0.9,1.5],[10,20]}, ψ 2 ={[0,2],[2,4]},ψ 3 ={[0,2],[2,4]}. Then carry out optimization calculation according to the step described in embodiment 1, a...
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