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John Nash's Dissertation

Non-cooperative Games, May 1950, is available in PDF format  Non-Cooperative_Games_Nash.pdf . The dissertation is provided for research use only. 

[Note: Chapter 6 of  The Essential John Nash,  edited by Harold W. Kuhn and Sylvia Nasar (Princeton, New Jersey: Princeton University Press, 2001) contains a facsimile of Nash's 1950 Ph.D. dissertation on non-cooperative games.]

In the movie  A Beautiful Mind  there is a scene in which faculty members present their pens to Nash. What is the origin of the pen ceremony? When did it start?

The scene in the movie,  A Beautiful Mind,  in which mathematics professors ritualistically present pens to Nash was completely fabricated in Hollywood. No such custom exists. What it symbolizes is that Nash was accepted and recognized in the mathematics community for his accomplishments. While some movies are based on books, the film A Beautiful Mind states that it was  inspired  by the life of John Nash. There are many discrepancies between the book and the film.

May I see Nash’s graduate school records?

John F. Nash, Jr's records have been digitzed and are available to view here:  Graduate Alumni Records

May I see Nash’s faculty file personnel records?

Personnel files transferred to the archives after 2003 : Files are closed until 100 years after the person's year of birth or 5 years after the person's year of death, whichever is longer. Therefore, John F. Nash's personell files are closed until, June 13, 2028.

May I have a copy of Nash’s 1994 Nobel Prize acceptance speech?

At the Nobel Prize Award ceremony, His Majesty the King of Sweden hands each Laureate a diploma, a medal, and a document confirming the Prize amount. The Laureates do not give acceptance speeches . The scene in the movie A Beautiful Mind in which Nash thanks his wife Alicia for her continued support during his illness is fictional.

Laureates are each invited to give an hour-long lecture; however, the Nobel committee did not ask Nash to do so, due to concerns over his mental health.

Additional Resources

Princetoniana Committee Oral History Project Records , Interview with Harold Kuhn, Part 1, pp. 31-40.  In this part of the interview, Prof. Kuhn discusses his behind the scenes work for John Nash’s Nobel Prize.

Historical Subject Files Collection, 1746-2005 : A Beautiful Mind.

Article:  John Nash automobile accident May 23, 2015, in Monroe Township, New Jersey.

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History of Economic Ideas pp 117–130 Cite as

John Nash (1928–2015)

  • Panayotis G. Michaelides 3 &
  • Theodoulos Eleftherios Papadakis 3  
  • First Online: 29 January 2023

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Nash ( 1995 ).

Nash ( 1996 ).

Leonard ( 1994 ).

Fragnelli and Gambarelli ( 2015 ).

Nasar ( 1998 ).

Rubinstein ( 1995 ).

Our discussion follows Myerson ( 1999 ).

Cournot ( 1838 ).

Myerson ( 1999 ).

Borel ( 1921 ).

von Neumann ( 1928 ).

Myerson ( 1999 )

von Neumann and Morgenstern ( 1944 ).

Screpanti and Zamagni ( 2005 ).

Nash ( 1950b ).

Nash ( 1950a ).

Nash ( 1951 ).

Mornati ( 2018 ).

Varoufakis ( 2007 ).

Milnor ( 1995 ).

Economist ( 2016 ).

Colman et al. ( 2018 ).

Myerson ( 1978 ).

Kreps and Wilson ( 1982 ).

Harsanyi ( 1967 –1968).

Aumann ( 1974 ).

Fellman ( 2007 )

Daskalakis et al. ( 2009 ).

Babichenko and Rubinstein ( 2020 ).

Daskalakis et al. ( 2009 , p. 196).

See also Karlin and Perez ( 2017 , p. 84).

Schwartz-Shea ( 2002 )

Margaret Thatcher in Brittan ( 2013 ).

Bix ( 2007 ).

Aumann, R. J. (1974). Subjectivity and correlation in randomized strategies. Journal of Mathematical Economics, 1 , 67–96.

Article   Google Scholar  

Babichenko, Y., & Rubinstein, A. (2020). Communication complexity of approximate Nash equilibria. Games and Economic Behavior, 134 (July), 376–398.

Google Scholar  

Bix, B. (2007). Philosophy of law: Theory and interpretative framework . Kritiki Publications.

Borel, E. (1921). La théorie du jeu et les equation intégrales à noyau symétrique gauche. ComptesRendus de l’Académie des Sciences, 173 , 1304–1308.

Brittan, S. (2013, April 18). Thatcher was right—There is no ‘society’. Financial Times . Retrieved April 1, 2021, from https://www.ft.com/content/d1387b70-a5d5-11e2-9b77-00144feabdc0

Colman, A. M., Pulford, B. D., & Krockow, E. M. (2018). Persistent cooperation and gender differences in repeated Prisoner’s Dilemma games: Some things never change. Acta Psychological, 187 , 1–8.

Cournot, A. (1838). Recherches sur les Principes Mathématiques de la Théorie des Richesses . Hachette.

Daskalakis, C., Goldberg, P. W., & Papadimitriou, C. H. (2009). The complexity of computing a Nash equilibrium. SIAM Journal on Computing, 39 (3), 195–259.

Economist. (2016, August 26). Prison breakthrough. Game Theory . Retrieved March 30, 2021, from https://amp.economist.com/schools-brief/2016/08/20/prison-breakthrough

Fellman, P. V. (2007). The Nash equilibrium revisited: Chaos and complexity hidden in simplicity . Fellman Southern New Hampshire University.

Fragnelli, V., & Gambarelli, G. (2015). John Forbes Nash (1928–2015). The European Journal of the History of Economic Thought, 22 (5), 923–926.

Harsanyi, J. C. (1967–1968). Games with incomplete information played by ‘Bayesian’ players. Management Science , 14, 159–182.

Karlin, A., & Perez, Y. (2017). Game theory, alive . American Mathematical Society.

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Kreps, D., & Wilson, R. (1982). Sequential equilibria. Econometrica, 50 , 863–894.

Leonard, R. J. (1994). Reading Cournot, Reading Nash: The creation and stabilisation of the Nash equilibrium. Economic Journal, 104 , 492–511.

Milnor, J. (1995). A Nobel prize for John Nash. Mathematical Intelligencer, 17 (3), 11–17.

Mornati, F. (2018). Vilfredo Pareto: An intellectual biography volume I . Palgrave Studies in the History of Economic Thought.

Myerson, R. B. (1978). Refinements of the Nash equilibrium concept. International Journal of Game Theory, 7 , 73–80.

Myerson, R. B. (1999). Nash equilibrium and the history of economic theory. Journal of Economic Literature, 37 (3), 1067–1082.

Nasar, S. (1998). A beautiful mind . Simon & Schuster.

Nash, J. (1950a). The bargaining problem. Econometrica, 18 , 155–162.

Nash, J. (1950b). Equilibrium points in n-person games. Proceedings of the National Academy of Sciences U.S.A., 36 , 48–49.

Nash, J. (1951). Noncooperative games. Annals of Mathematics, 54 , 289–295.

Nash, J. (1995). The Nobel Prizes 1994 (T. Frängsmyr, Ed.) Nobel Foundation.

Nash, J. (1996). Essays on game theory . Edward Elgar.

Rubinstein, A. (1995). John Nash: The master of economic modeling. Scandinavian Journal of Economics, 97 , 9–13.

Schwartz-Shea, P. (2002). Theorizing gender for experimental game theory: Experiments with “Sex Status” and “Merit Status” in an asymmetric game. Sex Roles, 47 , 301–319.

Screpanti, E., & Zamagni, S. (2005). An outline of the history of economic thought . OUP.

Varoufakis, G. (2007). Game theory . Gutenberg Publications.

von Neumann, J. (1928). On the theories of parlor games. MathematischeAnnalen, 100 , 295–320.

von Neumann, J., & Morgenstern, O. (1944). Theory of games and economic behavior . Princeton University Press.

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Panayotis G. Michaelides & Theodoulos Eleftherios Papadakis

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Michaelides, P.G., Papadakis, T.E. (2023). John Nash (1928–2015). In: History of Economic Ideas. Palgrave Macmillan, Cham. https://doi.org/10.1007/978-3-031-19697-3_10

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Published : 29 January 2023

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Read John Nash’s Super Short PhD Thesis with 26 Pages & 2 Citations: The Beauty of Inventing a Field

in Math | June 1st, 2015 1 Comment

nash thesis

Last week  John Nash , the Nobel Prize-win­ning math­e­mati­cian, and sub­ject of the block­buster film A Beau­ti­ful Mind , passed away at the age of 86. He died in a taxi cab acci­dent in New Jer­sey.

Days lat­er, Cliff Pick­over high­light­ed a curi­ous fac­toid: When Nash wrote his Ph.D. the­sis in 1950, “Non Coop­er­a­tive Games” at Prince­ton Uni­ver­si­ty, the dis­ser­ta­tion (you can read it online  here) was brief. It ran only 26 pages. And more par­tic­u­lar­ly, it was light on cita­tions. Nash’s diss cit­ed two texts: One was writ­ten by John von Neu­mann & Oskar Mor­gen­stern, whose book,  The­o­ry of Games and Eco­nom­ic Behav­ior   (1944), essen­tial­ly cre­at­ed game the­o­ry and rev­o­lu­tion­ized the field of eco­nom­ics; the oth­er cit­ed text, “Equi­lib­ri­um Points in n‑Person Games,”  was an arti­cle writ­ten by Nash him­self. And it laid the foun­da­tion for his dis­ser­ta­tion, anoth­er sem­i­nal work in the devel­op­ment of game the­o­ry, for which Nash won the Nobel Prize in Eco­nom­ic Sci­ences in 1994 .

The reward of invent­ing a new field, I guess, is hav­ing a slim bib­li­og­ra­phy.

Relat­ed Con­tent:

A Brilliant Madness — 2002 Film on the Nobel Prize Winning Mathematician" href="http://www.openculture.com/2012/06/john_nash_ia_brilliant_madnessi.html" rel="bookmark">John Nash: A Bril­liant Mad­ness — 2002 Film on the Nobel Prize Win­ning Math­e­mati­cian

The Short­est-Known Paper Pub­lished in a Seri­ous Math Jour­nal: Two Suc­cinct Sen­tences

The World Record for the Short­est Math Arti­cle: 2 Words

Free Online Math Cours­es

by OC | Permalink | Comments (1) |

john nash doctoral dissertation pdf

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Comments (1), 1 comment so far.

This was shock­ing to know about the demise of John Nash. I had a chance to view the film “a beau­ti­ful mind” with a close friend, Steve Land­fried in Wis­con­sin-Chica­go where John Nash was a sub­ject of this film. I am glad that Steve made this choice for me since I could see and feel all, that this mag­ni­fi­cient sci­en­tist had gone through.This is still my favorite film because of its sub­ject

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COMMENTS

  1. Nash, John (1928-2015)

    John Nash's Dissertation. Non-cooperative Games, May 1950, is available in PDF format Non-Cooperative_Games_Nash.pdf.The dissertation is provided for research use only. [Note: Chapter 6 of The Essential John Nash, edited by Harold W. Kuhn and Sylvia Nasar (Princeton, New Jersey: Princeton University Press, 2001) contains a facsimile of Nash's 1950 Ph.D. dissertation on non-cooperative games.]

  2. University Archives

    John Nash's Dissertation. Non-cooperative Games, May 1950, is available in PDF format Non-Cooperative_Games_Nash.pdf.The dissertation is provided for research use only. [Note: Chapter 6 of The Essential John Nash, edited by Harold W. Kuhn and Sylvia Nasar (Princeton, New Jersey: Princeton University Press, 2001) contains a facsimile of Nash's 1950 Ph.D. dissertation on non-cooperative games.]

  3. PDF Non Cooperative Games Nash

    Joun NASH. (Received October 11, 1950) Introduction. Von Neumann and Morgenstern have developed a very fruitful theory of two-person zero-sum games in their book Theory of Games and Economic Be- havior. This book also contains a theory of n-person games of a type which we would call cooperative. This theory is based on an analysis of the ...

  4. PDF The masterpieces of John Forbes Nash Jr.

    John Nash has written very few papers: if for each mathematician in the 20th century we were to divide the depth, originality, and impact of the corresponding production by ... These notes leave aside Nash's celebrated PhD thesis on game theory and focus on the remaining four fundamental papers that have started an equal number of revolutions in

  5. PDF Non-Cooperative Games

    JOHN NASH (Received October 11, 1950) Introduction Von Neumann and Morgenstern have developed a very fruitful theory of two-person zero-sum games in their book Theory of Games and Economic Be- havior. This book also contains a theory of n-person games of a type which we would call cooperative. This theory is based on an analysis of the ...

  6. John F Nash PhD

    John F Nash PhD. Project Details. In this page you can find Nash's PhD thesis: Original document; Transcribed into tex/pdf* *: Thanks to Rebeca Duarte Miguel for this, and to Jeek Midford for spotting some spelling mistakes. Documents Download the documents related to this project here

  7. PDF Author(s): John Nash Source: The Annals of Mathematics, Second Series

    http://www.jstor.org Non-Cooperative Games Author(s): John Nash Source: The Annals of Mathematics, Second Series, Vol. 54, No. 2, (Sep., 1951), pp. 286-295

  8. The Masterpieces of John Forbes Nash Jr.

    These notes leave aside Nash's celebrated PhD thesis on game theory and focus on the remaining four fundamental papers that have started an equal number of revolutions in their respective topics, namely the 1952 note on real algebraic varieties, the 1954 paper on C 1 isometric embeddings, the 1956 subsequent work on smooth isometric ...

  9. PDF On the contributions of John C. Harsanyi, John F. Nash and ...

    troduced by John Nash in his PhD thesis: "Non-cooperative Games" (Nash (1950b)). The thesis also introduces the fundamental distinction between cooperative and non- cooperative games. In games of the latter type, players are unable to conclude enforce- able agreements outside the formal rules of the game.

  10. PDF The Impact of John Nash on Economics and Game Theory

    Nash's contributions Noncooperative Games, Ph.D. Dissertation Princeton, 1950, and Annals of Mathematics 1951 (announced in PNAS 1950). Introduced the distinction between noncooperative and cooperative game theory. Definedequilibrium point (now called "Nash equilibrium"), the sine qua non for analysis of individual optimizing

  11. (PDF) PhD Thesis of John Nash

    Help Center. less. Download Free PDF. Download Free PDF. PhD Thesis of John Nash. PhD Thesis of John Nash. DIBAKAR DATTA. See Full PDFDownload PDF. See Full PDFDownload PDF.

  12. PDF JohnForbesNashJr. (1928-2015)

    On the other hand, in the Prisoner's Dilemma, the unique NE is ( , ). The induced utility profile (1,1) is inefficient,henceisnotanelementoftheVN-Msolution.

  13. John Nash's Super Short PhD Thesis: 26 Pages & 2 Citations

    When John Nash wrote "Non Coop­er­a­tive Games," his Ph.D. dis­ser­ta­tion at Prince­ton in 1950, the text of his the­sis ( read it online) was brief. It ran only 26 pages. And more par­tic­u­lar­ly, it was light on cita­tions. Nash's diss cit­ed two texts: John von Neu­mann & Oskar Mor­gen­stern's The­o­ry of Games ...

  14. (PDF) Multidimensional Non-Cooperative Games

    This paper starts from the doctoral thesis on non-cooperative games by John Forbes Nash and applies a multidimensional coordinate space approach to visualize a full model of non-cooperative games ...

  15. PDF The masterpieces of John Forbes Nash Jr.

    John Nash has written very few papers: if for each mathematician in the 20th century we were to divide the depth, originality, and impact of the corresponding production by ... These notes leave aside Nash's celebrated PhD thesis on game theory and focus on the remaining four fundamental papers that have started an equal number of revolutions in

  16. John Nash (1928-2015)

    10.1 Introduction. John Forbes Nash Jr was born in 1928 in Bluefield, West Virginia, USA. His father was a World War I veteran and electrical engineer who had come to Bluefield from Texas to work for a power company, while his mother Virginia was a native of Bluefield and was an English and Latin teacher.

  17. (PDF) The masterpieces of John Forbes Nash Jr

    After his famous PhD thesis in game theory (and a few companion notes on the topic) Nash. directed his attention to geometry and specifically to the classical problem of embedding. smooth ...

  18. PDF The Work of John Nash in Game Theory

    The Work of John Nash in Game Theory Nobel Seminar, December 8, 1994 ... Nash's thesis, November 1949, we find the results for which he is being honored this week were obtained in his first fourteen months of graduate JOHN NASH IN GAME THEORY 155. File: 642J 214804 . By:CV . Date:20:05:96 . Time:15:58 LOP8M. V8.0. Page 01:01

  19. John Forbes Nash Jr.

    Doctoral advisor. Albert W. Tucker. John Forbes Nash, Jr. (June 13, 1928 - May 23, 2015), known and published as John Nash, was an American mathematician who made fundamental contributions to game theory, real algebraic geometry, differential geometry, and partial differential equations. [1] [2] Nash and fellow game theorists John Harsanyi ...

  20. John Nash's PhD thesis (1950) [pdf] : r/math

    A math thesis is a different beast. So this was not a math thesis? No it was, he was saying what is required for a PhD in mathematics differs quite a bit to that of a lot of other fields, this being a prime example where a lot of it was new to the field. People forget what a great economist he was, also.

  21. Read John Nash's Super Short PhD Thesis with 26 Pages & 2 Citations

    Last week John Nash , the Nobel Prize-win­ning math­e­mati­cian, and sub­ject of the block­buster film A Beau­ti­ful Mind, passed away at the age of 86. He died in a taxi cab acci­dent in New Jer­sey. Days lat­er, Cliff Pick­over high­light­ed a curi­ous fac­toid: When Nash wrote his Ph.D. the­sis in 1950, "Non Coop­er­a ...