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Randomisation, and an old enigma of card play

Published online by Cambridge University Press:  03 November 2016

R. A. Fisher
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Extract

The process of randomisation has in recent years come to play such a central part in experimental design that it is of some interest to find that it affords a means of resolving one of the oldest paradoxes which arose in discussions of gaming.

Readers of Todhunter’s The Mathematical Theory of Probability will recall his account (sections 187-190, pp. 106-110) of the correspondence between Montmort and Nicolas Bernoulli on the rule by which the players might guide themselves most advantageously in the game called “le Her”.

Type
Research Article
Information
The Mathematical Gazette , Volume 18 , Issue 231 , December 1934 , pp. 294 - 297
Copyright
Copyright © Mathematical Association 1934

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References

Page no 294 note * Todhunter does not discuss these preliminary points, but speaks of them as “tacitly allowed by the disputants”; it is, however, demonstrable that these rules are advantageous to the players who follow them.