Log in
Enquire now
Nash equilibrium

Nash equilibrium

Solution concept of a non-cooperative game involving two or more players in which each player is assumed to know the equilibrium strategies of the other players, and no player has anything to gain by changing only his or her own strategy

OverviewStructured DataIssuesContributors

Contents

Is a
Person
Person

Person attributes

Birthdate
June 13, 1928
Birthplace
Bluefield, West Virginia
Bluefield, West Virginia
0
Date of Death
January 23, 2015
Place of Death
Monroe Township, Middlesex County, New Jersey
Monroe Township, Middlesex County, New Jersey
Nationality
United States
United States

Other attributes

Named After
John Forbes Nash Jr.
John Forbes Nash Jr.
Wikidata ID
Q23389

The concept of equilibrium was first used by Antoine Auguste Cournot. He showed how to find what is called the Nash equilibrium in the Cournot game. John Nash was the first to prove that such equilibria must exist for all finite games with any number of players. This was done in his dissertation on non-cooperative games in 1950. Equilibrium theory became the topic of John Nash's dissertation, which he wrote when he was 21 years old. Thus was born a new strategy game called "Nash Equilibrium", which earned the Nobel Prize many years later - in 1994.

Since the Nash equilibrium theory explains the behavior of people in interaction conditions, it is worth considering the basic concepts of game theory. Game theory studies the behavior of players in the conditions of interaction with each other by the type of game, when the outcome depends on the decisions and behavior of several people. The participant makes decisions based on his predictions about the behavior of others, which is called a game strategy.

John Nash's equilibrium has become revolutionary in its own way. Especially vividly this theory influenced the opinion of economists about how market players make choices, taking into account the interests of others, with close interaction and intersection of interests. Nash equilibrium is a point of contact of interests, where each participant chooses an option that is optimal for him only if other participants choose a certain strategy. The theory of Nash equilibrium has given amazing conclusions that have refuted the principles that existed before. For example, Adam Smith viewed the behavior of each of the participants as absolutely selfish, which brought the system into balance. This theory was called the "invisible hand of the market." John Nash saw that if all participants act in pursuit of only their own interests, this will never lead to an optimal group result. Given that rational thinking is inherent in each participant, the choice offered by the Nash equilibrium strategy is more likely. Making decisions in real conditions is very similar to a game when you expect certain rational behavior from other participants. In business, at work, in a team, in a company, and even in a relationship with the opposite sex. From big deals to ordinary life situations, everything is subject to one law or another.

Timeline

No Timeline data yet.

Current Employer

Patents

Further Resources

Title
Author
Link
Type
Date

Close--and not so close--encounters with a Beautiful Mind.

Robert Wright

https://slate.com/news-and-politics/2002/03/close-and-not-so-close-encounters-with-a-beautiful-mind.html

Web

March 22, 2002

Home Page of John F. Nash, Jr.

https://web.math.princeton.edu/jfnj/

Web

John F. Nash - Econlib

http://www.econlib.org/library/Enc/bios/Nash.html

Web

Mathematics Genealogy Project

https://en.wikipedia.org/wiki/Mathematics_Genealogy_Project

Web

Nash, Jr., John F.

INFORMS

https://www.informs.org/content/view/full/271160

Web

References

Find more people like Nash equilibrium

Use the Golden Query Tool to discover related individuals, professionals, or experts with similar interests, expertise, or connections in the Knowledge Graph.
Open Query Tool
Access by API
Golden Query Tool
Golden logo

Company

  • Home
  • Press & Media
  • Blog
  • Careers
  • WE'RE HIRING

Products

  • Knowledge Graph
  • Query Tool
  • Data Requests
  • Knowledge Storage
  • API
  • Pricing
  • Enterprise
  • ChatGPT Plugin

Legal

  • Terms of Service
  • Enterprise Terms of Service
  • Privacy Policy

Help

  • Help center
  • API Documentation
  • Contact Us
By using this site, you agree to our Terms of Service.