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The American Mathematical Monthly Volume 125, 2018 - Issue 5
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Original Articles

Maximally Nontransitive Dice

Joe BuhlerCenter for Communications Research, San Diego, [email protected]View further author information
,
Ron GrahamUniversity of California, San Diego, CA92093. Email: [email protected]View further author information
&
Al HalesCenter for Communications Research, San Diego, [email protected]View further author information
Pages 387-399 | Published online: 12 Apr 2018

Citations (6)

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Read on this site (1)

Michael Purcell. (2023) Using a SAT Solver to Find Interesting Sets of Nonstandard Dice. The American Mathematical Monthly 130:5, pages 421-436.
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Articles from other publishers (5)

Alexander Poddiakov & Alexey V. Lebedev. (2023) Intransitivity and meta-intransitivity: meta-dice, levers and other opportunities. European Journal of Mathematics 9:2.
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A.V. Gorbunova & A.V. Lebedev. (2022) Nontransitivity of tuples of random variables with polynomial density and its effects in Bayesian models. Mathematics and Computers in Simulation 202, pages 181-192.
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Pavle Vuksanovic & A. J. Hildebrand. (2021) On cyclic and nontransitive probabilities. Involve, a Journal of Mathematics 14:2, pages 327-348.
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Injo Hur & Yeansu Kim. (2021) Possible Probability and Irreducibility of Balanced Nontransitive Dice. Journal of Mathematics 2021, pages 1-8.
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A. V. Lebedev. (2019) The Nontransitivity Problem for Three Continuous Random Variables. Automation and Remote Control 80:6, pages 1058-1068.
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