Donald J. Raleigh, ed., Provincial landscapes

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The Raleigh Game

We present a game on 3 piles of tokens, which is neither a generalization of Nim, nor of Wythoff’s game. Three winning strategies are given and validated. They are, respectively, recursive, algebraic and arithmetic in nature, and differ in their time and space requirements. The game is a birthday present for Ron Graham, but it would take too much time and space to explain why.

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In 1983, Popper and Miller published in Nature a new argument against inductive probability. There followed, the next year, a discussion of the validity of the argument in the pages of the same journal involving Good, Jeffrey, and Levi as well as Popper and Miller themselves. This has led in turn to still further discussions of the argument. Those who are critical include Redhead (1985) and Dun...

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ژورنال

عنوان ژورنال: Cahiers du monde russe

سال: 2002

ISSN: 1252-6576,1777-5388

DOI: 10.4000/monderusse.4048