Monty Hall problem/Bibliography

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Two recent articles by the present editor of this page, for reference

Richard D. Gill, The Monty Hall Problem is not a Probability Puzzle. (It’s a challenge in mathematical modelling) (preprint, January 15, 2011)

Richard D. Gill, The Three Doors Problem...-s. arXiv:1002.3878v2 [stat.AP] (20 Feb 2010 (v1), 1 Mar 2010 (v2))

Bibliography from wikipedia MHP page, as per 26 January, 2011

• Adams, Cecil (1990)."On 'Let's Make a Deal,' you pick Door #1. Monty opens Door #2—no prize. Do you stay with Door #1 or switch to #3?", The Straight Dope, (November 2, 1990). Retrieved July 25, 2005.
• Bapeswara Rao, V. V. and Rao, M. Bhaskara (1992). "A three-door game show and some of its variants". The Mathematical Scientist 17(2): 89–94.
• Barbeau, Edward (1993). "Fallacies, Flaws, and Flimflam: The problem of the Car and Goats". The College Mathematics Journal 24(2): 149-154.
• Barbeau, Edward (2000). Mathematical Fallacies, Flaws and Flimflam. The Mathematical Association of America. ISBN 0-88385-529-1.
• Behrends, Ehrhard (2008). Five-Minute Mathematics. AMS Bookstore. ISBN 9780821843482. 
• Bloch, Andy (2008). 21 - The Movie (my review). Retrieved on 2008-05-05.
• Carlton, Matthew (2005). "Pedigrees, Prizes, and Prisoners: The Misuse of Conditional Probability". Journal of Statistics Education [online] 13 (2). Retrieved on 2010-05-29.

• Chun, Young H. (1991). "Game Show Problem," OR/MS Today 18(3): 9.
• D'Ariano, G.M et al. (2002). "The Quantum Monty Hall Problem" (PDF). Los Alamos National Laboratory, (February 21, 2002). Retrieved January 15, 2007.
• Devlin, Keith (July – August 2003). Devlin's Angle: Monty Hall. The Mathematical Association of America. Retrieved on 2008-04-25.
• The Monty Hall puzzle, The Economist, The Economist Newspaper, p. 110.

• Falk, Ruma (1992). "A closer look at the probabilities of the notorious three prisoners," Cognition 43: 197–223.
• Flitney, Adrian P. and Abbott, Derek (2002). "Quantum version of the Monty Hall problem," Physical Review A, 65, Art. No. 062318, 2002.
• Fox, Craig R. and Levav, Jonathan (2004). "Partition-Edit-Count: Naive Extensional Reasoning in Judgment of Conditional Probability," Journal of Experimental Psychology: General 133(4): 626-642.
• Gardner, Martin (1959a). "Mathematical Games" column, Scientific American, October 1959, pp. 180–182. Reprinted in The Second Scientific American Book of Mathematical Puzzles and Diversions.
• Gardner, Martin (1959b). "Mathematical Games" column, Scientific American, November 1959, p. 188.
• Gill, Jeff (2002). Bayesian Methods, pp. 8–10. CRC Press. ISBN 1-58488-288-3, (Template:Google books)
• Gill, Richard (2010) The Three Doors Problem...-s. International Encyclopaedia of Statistical Science, Springer, 2010. Eprint [1]
• Gill, Richard (2010) The Monty Hall Problem is not a probability puzzle (it's a challenge in mathematical modelling). Statistica Neerlandica 65(1), January 2011. Eprint [2] (abstract), [3] (pdf)
• Gillman, Leonard (1992). "The Car and the Goats," American Mathematical Monthly 99: 3–7.
• Granberg, Donald (1996). "To Switch or Not to Switch". Appendix to vos Savant, Marilyn, The Power of Logical Thinking. St. Martin's Press. ISBN 0-612-30463-3, (Template:Google books).
• Granberg, Donald and Brown, Thad A. (1995). "The Monty Hall Dilemma," Personality and Social Psychology Bulletin 21(7): 711-729.
• Grinstead, Charles M. and Snell, J. Laurie (2006-07-04). Grinstead and Snell’s Introduction to Probability (PDF). Retrieved on 2008-04-02.  Online version of Introduction to Probability, 2nd edition, published by the American Mathematical Society, Copyright (C) 2003 Charles M. Grinstead and J. Laurie Snell.
• Hall, Monty (1975). The Monty Hall Problem. LetsMakeADeal.com. Includes May 12, 1975 letter to Steve Selvin. Retrieved January 15, 2007.
• Henze, Norbert (1997). Stochastik für Einsteiger: Eine Einführung in die faszinierende Welt des Zufalls‎, pp. 105, Vieweg Verlag, ISBN 3-8348-0091-0, (Template:Google books)
• Herbranson, W. T. and Schroeder, J. (2010). "Are birds smarter than mathematicians? Pigeons (Columba livia) perform optimally on a version of the Monty Hall Dilemma." J. Comp. Psychol. 124(1): 1-13. Retrieved from http://www.ncbi.nlm.nih.gov/pubmed/20175592 March 1, 2010. http://people.whitman.edu/~herbrawt/HS_JCP_2010.pdf
• Krauss, Stefan and Wang, X. T. (2003). "The Psychology of the Monty Hall Problem: Discovering Psychological Mechanisms for Solving a Tenacious Brain Teaser," Journal of Experimental Psychology: General 132(1). Retrieved from http://www.usd.edu/~xtwang/Papers/MontyHallPaper.pdf March 30, 2008.
• Mack, Donald R. (1992). The Unofficial IEEE Brainbuster Gamebook. Wiley-IEEE. ISBN 9780780304239. 
• Magliozzi, Tom; Magliozzi, Ray (1998). Haircut in Horse Town: & Other Great Car Talk Puzzlers. Diane Pub Co.. ISBN 0-7567-6423-8. 
• Martin, Phillip (1989). "The Monty Hall Trap", Bridge Today, May–June 1989. Reprinted in Granovetter, Pamela and Matthew, ed. (1993), For Experts Only, Granovetter Books.
• Martin, Robert M. (2002). There are two errors in the the title of this book, 2nd. Broadview Press, 57–59. ISBN 9781551114934. 
• Morgan, J. P., Chaganty, N. R., Dahiya, R. C., & Doviak, M. J. (1991). "Let's make a deal: The player's dilemma," American Statistician 45: 284-287.
• Mueser, Peter R. and Granberg, Donald (May 1999). "The Monty Hall Dilemma Revisited: Understanding the Interaction of Problem Definition and Decision Making", University of Missouri Working Paper 99-06. Retrieved June 10, 2010.
• Nalebuff, Barry (1987). "Puzzles: Choose a Curtain, Duel-ity, Two Point Conversions, and More," Journal of Economic Perspectives 1(2): 157-163 (Autumn, 1987).
• Jason Rosenhouse: The Monty Hall Problem. Oxford University Press 2009, ISBN 978-0-19-536789-8 (online copy of the irst chapter, preprint)
• Rosenthal, Jeffrey S. (September 2008). "Monty Hall, Monty Fall, Monty Crawl". Math Horizons: 5–7.

• Selvin, Steve (1975a). "A problem in probability" (letter to the editor). American Statistician 29(1): 67 (February 1975).
• Selvin, Steve (1975b). "On the Monty Hall problem" (letter to the editor). American Statistician 29(3): 134 (August 1975).
• Seymann R. G. (1991). "Comment on Let's make a deal: The player's dilemma," American Statistician 45: 287-288.
• Stibel, Jeffrey, Dror, Itiel, & Ben-Zeev, Talia (2008). "The Collapsing Choice Theory: Dissociating Choice and Judgment in Decision Making," Theory and Decision. Full paper can be found at http://users.ecs.soton.ac.uk/id/TD%20choice%20and%20judgment.pdf.
• Tierney, John (1991). "Behind Monty Hall's Doors: Puzzle, Debate and Answer?", The New York Times, 1991-07-21. Retrieved on 2008-01-18.
• Tierney, John (2008). "And Behind Door No. 1, a Fatal Flaw", The New York Times, 2008-04-08. Retrieved on 2008-04-08.
• vos Savant, Marilyn (1990). "Ask Marilyn" column, Parade Magazine p. 16 (9 September 1990).
• vos Savant, Marilyn (1990b). "Ask Marilyn" column, Parade Magazine p. 25 (2 December 1990).
• vos Savant, Marilyn (1991). "Ask Marilyn" column, Parade Magazine p. 12 (17 February 1991).
• vos Savant, Marilyn (1996). The Power of Logical Thinking. St. Martin's Press. ISBN 0-312-15627-8. 
• vos Savant, Marilyn (2006). "Ask Marilyn" column, Parade Magazine p. 6 (26 November 2006).
• Schwager, Jack D. (1994). The New Market Wizards. Harper Collins. ISBN 9780887306679. 
• Williams, Richard (2004). Appendix D: The Monty Hall Controversy (PDF). Course notes for Sociology Graduate Statistics I. Retrieved on 2008-04-25.
• Wheeler, Ward C. (1991). “Congruence Among Data Sets: A Bayesian Approach”, Michael M. Miyamoto and Joel Cracraft: Phylogenetic analysis of DNA sequences. Oxford University Press US. ISBN 9780195066982. 
• Whitaker, Craig F. (1990). [Formulation by Marilyn vos Savant of question posed in a letter from Craig Whitaker]. "Ask Marilyn" column, Parade Magazine p. 16 (9 September 1990).