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Publications

Publications

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  • All HBS Web  (120,067)
    • Faculty Publications  (52)

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    • All HBS Web  (120,067)
      • Faculty Publications  (52)

      Kohlberg, ElonRemove Kohlberg, Elon →

      ← Page 3 of 52 Results
      • 1976
      • Article

      The Asymptotic Solution of a Recursion Equation Occurring in Stochastic Games

      By: Truman F. Bewley and Elon Kohlberg
      Keywords: Games, Gaming, and Gambling
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      Bewley, Truman F., and Elon Kohlberg. "The Asymptotic Solution of a Recursion Equation Occurring in Stochastic Games." Mathematics of Operations Research, no. 1 (1976): 321 – 337.
      • 1976
      • Article

      The Asymptotic Theory of Stochastic Games

      By: Truman F. Bewley and Elon Kohlberg
      Keywords: Games, Gaming, and Gambling; Theory
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      Bewley, Truman F., and Elon Kohlberg. "The Asymptotic Theory of Stochastic Games." Mathematics of Operations Research, no. 1 (1976): 197 – 208.
      • June 1975
      • Article

      The Information Revealed in Infinitely Repeated Games of Incomplete Information

      By: Elon Kohlberg
      Keywords: Games, Gaming, and Gambling; Information
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      Kohlberg, Elon. "The Information Revealed in Infinitely Repeated Games of Incomplete Information." International Journal of Game Theory 4, no. 2 (June 1975): 57–59.
      • March 1975
      • Article

      Optimal Strategies in Repeated Games with Incomplete Information

      By: Elon Kohlberg
      Keywords: Games, Gaming, and Gambling; Strategy; Information
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      Kohlberg, Elon. "Optimal Strategies in Repeated Games with Incomplete Information." International Journal of Game Theory 4, no. 1 (March 1975): 7 – 24.
      • September 1974
      • Article

      Repeated Games of Incomplete Information: The Symmetric Case

      By: Elon Kohlberg and Shmuel Zamir
      Keywords: Games, Gaming, and Gambling; Information
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      Kohlberg, Elon, and Shmuel Zamir. "Repeated Games of Incomplete Information: The Symmetric Case." Annals of Statistics 2, no. 5 (September 1974): 1040–1041.
      • August 1974
      • Journal Article

      Equally Distributed Correspondences

      By: Elon Kohlberg and S. Hart
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      Kohlberg, Elon, and S. Hart. "Equally Distributed Correspondences." Journal of Mathematical Economics 1 (August 1974): 167–174.
      • August 1974
      • Article

      On Equilibrium Allocations as Distributions on the Commodity Space

      By: Elon Kohlberg, S. Hart and W. Hildenbrand
      Keywords: Goods and Commodities
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      Kohlberg, Elon, S. Hart, and W. Hildenbrand. "On Equilibrium Allocations as Distributions on the Commodity Space." Journal of Mathematical Economics 1 (August 1974): 159–166.
      • July 1974
      • Journal Article

      Repeated Games with Absorbing States

      By: Elon Kohlberg
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      Kohlberg, Elon. "Repeated Games with Absorbing States." Annals of Statistics 2, no. 4 (July 1974): 724–738.
      • December 1973
      • Article

      On Non-Atomic Games

      By: Elon Kohlberg
      Keywords: Games, Gaming, and Gambling
      Citation
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      Kohlberg, Elon. "On Non-Atomic Games." International Journal of Game Theory 2, no. 1 (December 1973): 87 – 98.
      • July 1972
      • Article

      The Nucleolus as a Solution to a Minimization Problem

      By: Elon Kohlberg
      Keywords: Problems and Challenges
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      Kohlberg, Elon. "The Nucleolus as a Solution to a Minimization Problem." SIAM Journal on Applied Mathematics 23, no. 1 (July 1972): 34 – 39.
      • January 1971
      • Journal Article

      On the Nucleolus of a Characteristic Function Game

      By: Elon Kohlberg
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      Kohlberg, Elon. "On the Nucleolus of a Characteristic Function Game." SIAM Journal on Applied Mathematics 20 (January 1971): 62–66.
      • Research Summary

      The Equilibrium Concept in Game Theory

      By: Elon Kohlberg
      Elon Kohlberg is studying the foundations of the equilibrium concept in game theory, which is to the study of economic systems what the notion of "equilibrium of forces" is to the study of mechanical systems. Although much of economic theory can be viewed in... View Details
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