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- W25079874 abstract "A measure of complexity is proposed that counts the number of local minima in any given problem representation. A special class of functions with the maximum possible number of optima is also defined. A proof is given showing that reflected Gray code induce more optima than Binary over this special class of functions; by the No Free Lunch principle, reflected Gray codes therefore induces fewer optima over all other remainin functions." @default.
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- W25079874 date "1999-07-13" @default.
- W25079874 modified "2023-09-26" @default.
- W25079874 title "A free lunch proof for Gray versus Binary encodings" @default.
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