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      The Frame for the Not-Yet Existent: How American, European, and Soviet Scholars Jointly Shaped Modern Mathematical Economics

      History of Political Economy
      Duke University Press

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          Abstract

          This article tells the story of the first international topological conference in Moscow (1935), an outstanding event that, for the first time, brought together the most notable American, European, and Soviet mathematicians, including those who would later play decisive roles in the mathematization of economics: John von Neumann, Leonid Kantorovich, and Albert W. Tucker. The fact that Kantorovich was in contact with von Neumann and his closest colleagues, Solomon Lefschetz and Garrett Birkhoff, is hardly appreciated in the histories of mathematics and mathematical economics. Their brief academic exchange was interrupted by the increasing international isolation of Soviet mathematics and by the wars that ensued. The article provides a historical account of the conference and traces the intellectual and personal affinities of Soviet and non-Soviet mathematicians, as well as their conceptual innovations. It argues that the conference, as a singular event linking several research communities, mattered for the development of various formal frameworks and their dissemination, contributing to the intellectual landscape in which postwar mathematical economics could emerge. The article calls for a deeper analysis of conceptual affinities and motivations in applying mathematics to economics and for a more nuanced narrative linking these motivations to social and political contexts of economic modeling.

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          The Pricing of Options and Corporate Liabilities

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            Equilibrium points in n-person games

            J F Nash (1950)
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              Existence of an Equilibrium for a Competitive Economy

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                Author and article information

                Journal
                History of Political Economy
                Duke University Press
                0018-2702
                1527-1919
                June 01 2024
                June 01 2024
                June 2024
                June 01 2024
                June 01 2024
                June 2024
                : 56
                : 3
                : 467-488
                Article
                10.1215/00182702-11156216
                9198c922-4f5a-44f0-b236-d3d0f383c5ce
                © 2024
                History

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