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Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model, his proposed axioms that a solution should satisfy, and his solution. Links: (Nash's paper; a good wiki page (Hebrew))

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.

Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model, his proposed axioms that a solution should satisfy, and his solution. Links: (Nash's paper; a good wiki page (Hebrew))

Addition: Nash also independently invented in 1947 the "game of HEX" (invented frst by Piet Hein in 1942, and he discovered the "stealing strategy" argument proving the player I has a winning strategy. (in a non-constructive way.)

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.

Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model his proposed axioms that a solution should satisfy, and his solution. Links: (Nash's paper; a good wiki page (Hebrew))

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.

Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model, his proposed axioms that a solution should satisfy, and his solution. Links: (Nash's paper; a good wiki page (Hebrew))

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.

Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model his proposed axioms that a solution should satisfy, and his solution.

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.

Let me mention Nash's two famous contributions to game theory:

The notion of equilibrium of non cooperative games and a proof that every game has an equilibrium.

Nash's bargaining model his proposed axioms that a solution should satisfy, and his solution. Links: (Nash's paper; a good wiki page (Hebrew))

More Let me copy my answer regarding Nash's work from a different question on the importance of Nash's work in game theory and economics.

Let me start with my own view:

The Nash equilibrium concept and the accompanying existence theorem is among the very few cornerstones in mathematical modeling of our reality .

Let me add a few more links. A paper by Ariel Rubinstein entitled "John Nash the master of economic modeling" and a document based on a seminar entitled: "The work of John Nash in Game theory." This includes the following quote from an earlier paper by Aumann.

Nash equilibrium is probably the main reason for the "game-theoretic revolution" in theoretical economics.