摘要
在(1+1)EAs中,采用马尔可夫链推移时间分析法,推导出了平均首次命中时间的表达式。从理论上分析了变异概率对平均首次命中时间的影响。结果表明适当的变异概率会缩短平均首次命中时间,加快进化算法的寻优时间。
The expression of the mean first hitting time is obtained for ( 1 + 1 ) evolutionary algorithms (EAs) in the analytical approach to the passage time of Markov chain. The influence of mutation probability on the mean first hitting time is analyzed theoretically. The results show that proper mutation probability can shorten the mean first hitting time, and quicken optimization time of EAs.
出处
《军械工程学院学报》
2007年第3期73-75,共3页
Journal of Ordnance Engineering College
关键词
首次命中时间
变异概率
进化算法
马尔可夫链
first hitting time
mutation probability
evolutionary algorithms
Markov chain