数学优化
无导数优化
最优化问题
多群优化
计算机科学
职位(财务)
优化算法
元优化
约束优化
算法
分界
约束优化问题
数学
财务
经济
作者
Ziqiang Zhao,Zhihua Cui,Jianchao Zeng,Xiao‐Guang Yue
标识
DOI:10.1109/ibica.2011.34
摘要
Artificial plant optimization algorithm is proposed to solve constrained optimization problems in this paper. In APOA, a shrinkage coefficient is introduce to ensure that all dimensions of a branch are within lower and upper bounds, and a new function to determine whether the particle is within the feasible region. One dimensional search optimization methods are selected in algorithm to produce a new position which is guaranteed to be in the feasible region for the branch which escapes from the feasible region. The experimental results show that artificial plant optimization algorithm is effective and efficient for constrained optimization problems.
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