Citations (11)
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Jan
C. Schuller. (2012) The malicious host: a minimax solution of the Monty Hall problem. Journal of Applied Statistics 39:1, pages 215-221.
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Edward J. Barbeau. (2011) Book Review. The College Mathematics Journal 42:1, pages 71-75.
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Jaume Paradís, Pelegrí Viader & Lluís Bibiloni. (1999) A Mathematical Excursion: From the Three—door Problem to a Cantor-Type Set. The American Mathematical Monthly 106:3, pages 241-251.
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PaulR. Coe & William Butterworth. (1995) Optimal Stopping in “The Showcase Showdown”. The American Statistician 49:3, pages 271-275.
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Articles from other publishers (7)
José Daniel López‐Barrientos, Eliud Silva & Enrique Lemus‐Rodríguez. (2022) Lessons from the famous 17th‐century paradox of the Chevalier de Méré. Teaching Statistics 45:1, pages 36-44.
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Marcel Boumans. (2011) The two-model problem in rational decision making. Rationality and Society 23:3, pages 371-400.
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Brani VidakovicBrani Vidakovic. 2011. Statistics for Bioengineering Sciences. Statistics for Bioengineering Sciences
59
107
.
Ken Levy. (2006) Baumann on the Monty Hall problem and single-case probabilities. Synthese 158:1, pages 139-151.
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Borek D. Puza, David G. W. Pitt & Terence J. O'Neill. (2005) The Monty Hall Three Doors Problem. Teaching Statistics 27:1, pages 11-15.
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Kevin Hulme. (2002) Development of a "Monty Hall" Analog for Heuristic All-at-Once Optimization. Development of a "Monty Hall" Analog for Heuristic All-at-Once Optimization.
Ken Levy. (2006) Baumann on the Monty Hall Problem and Single-Case Probabilities. SSRN Electronic Journal.
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