All binary representations are equal: but some are more equal than others

K. Willadsen, Janet Wiles
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Abstract

The original demonstration by G. Hinton and S. Nowlan (1987) of the Baldwin effect (J. Baldwin, 1896) is well-known and serves as an interesting basis for genetic algorithm (GA) research. A variant of the original representation used a binary code, in which learning was expressed as a substitute for internalised knowledge; in this paper, the representation is altered such that learning becomes an expression of uncertainty. This change results in an interesting and non-trivial set of interactions between the GA operators and the representation, as well as enhancing the performance and robustness of the GA.
所有二进制表示都是相等的:但有些比其他的更相等
G. Hinton和S. Nowlan(1987)对Baldwin效应(J. Baldwin, 1896)的最初论证是众所周知的,并为遗传算法(GA)研究提供了一个有趣的基础。原始表示的一种变体使用二进制代码,其中学习被表示为内化知识的替代品;在本文中,表征被改变,使学习成为一种不确定性的表达。这种变化在遗传算法算子和表示之间产生了一组有趣且重要的交互,并增强了遗传算法的性能和鲁棒性。
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