% Assume to find M points distributed evenly among the decision space,[0,1]^N.
% The Good-Point Array (or the Good Nodes Set, the Good Point Set) can provide
% a set of point coordinates which distribute in a more even and more stable
% way than the uniformly random points set.
% This algorithm provides the Good-Point Array with while inputting M and N.
% where M is the number of points; N is the dimensionality of each point;
% The output is an M*N array in which each row represent a point coordinate
% in the [0,1]^N decision space.
% Reference:
% [1]Chixin Xiao, Zixing Cai, and Yong Wang, “A good nodes set
% evolution strategy for constrained optimization,” in 2007 IEEE Congress on
% Evolutionary Computation, 2007, pp. 943–950.
% Email: chixinxiao@gmail.com , Chixin Xiao, UoW ,AU , 23 May 2019
引用格式
Chixin Xiao (2025). Good-Point Array (or Good-Point Set or Good-Node Set) (https://www.mathworks.com/matlabcentral/fileexchange/71696-good-point-array-or-good-point-set-or-good-node-set), MATLAB Central File Exchange. 检索时间: .
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