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Gilbreath Principle: Difference between revisions
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Gilbreath Principle is the fact that when a sequence (which may or may not be a repeating sequence) is riffle shuffled into its reverse, there are certain properties of the mixed outcome that are mathematically guaranteed. | Gilbreath Principle is the fact that when a sequence (which may or may not be a repeating sequence) is riffle shuffled into its reverse, there are certain properties of the mixed outcome that are mathematically guaranteed. | ||
The observation was analyzed and documented by [[Norman Gilbreath]]. | |||
[[Category:Cards]] | [[Category:Cards]] | ||
Revision as of 14:46, 17 November 2007
Gilbreath Principle is the fact that when a sequence (which may or may not be a repeating sequence) is riffle shuffled into its reverse, there are certain properties of the mixed outcome that are mathematically guaranteed.
The observation was analyzed and documented by Norman Gilbreath.