Jf. Tang et al., A HYBRID GENETIC ALGORITHM FOR A TYPE OF NONLINEAR-PROGRAMMING PROBLEM, Computers & mathematics with applications (1987), 36(5), 1998, pp. 11-21
Based on the introduction of some new concepts of semifeasible directi
on, Feasible Degree (FD1) of semifeasible direction, feasible degree (
FD2) of illegal points 'belonging to' feasible domain, etc., this pape
r proposed a new fuzzy method for formulating and evaluating illegal p
oints and three new kinds of evaluation functions and developed a spec
ial Hybrid Genetic Algorithm (HGA) with penalty function and gradient
direction search for nonlinear programming problems. It uses mutation
along the weighted gradient direction as its main operator and uses ar
ithmetic combinatorial crossover only in the later generation process.
Simulation of some examples show that this method is effective. (C) 1
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