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Titlebook: Contributions to the Von Neumann Growth Model; Proceedings of a Con Gerhart Bruckmann (Professor at the University of Conference proceedin

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書目名稱Contributions to the Von Neumann Growth Model
副標(biāo)題Proceedings of a Con
編輯Gerhart Bruckmann (Professor at the University of
視頻videohttp://file.papertrans.cn/238/237222/237222.mp4
叢書名稱Journal of Economics‘ Zeitschrift für National?konomie Supplementum
圖書封面Titlebook: Contributions to the Von Neumann Growth Model; Proceedings of a Con Gerhart Bruckmann (Professor at the University of  Conference proceedin
描述The short paper of John von Neumann, "fiber ein okonomisches GleicllUngssystem und eine Verallgemeinerung des Brouwerschen Fixpunkt- satzes", published 1937 in Vienna in German and translated into English and subsequently published in the "Review of Economic Studies" (1945- 1946) as "A Model of General Economic Equilibrium" is one of the most important contributions to modern mathematical economics, if the rele- vance of a paper is judged by the number of contributions which it ini- tiates. After the publication of the paper there was a time lag of several years until Economic Theory payed attention to von Neumann‘s con- tribution. One reason was that the new mathematical methods - including the modern theory of mathematical programming which was not developed at that time - made it very difficult to understand the model. An im- portant step towards a better understanding of von Neumann‘s model was the generalization by J. G. Kemeny, O. Morgenstern and G. L. Thompson, "A Generalization of the Von Neumann Model of an Ex- panding Economy" (1956) which also put emphasis on the economic inter- pretation. Since its publication the occupation with the von Neumann growth model has become
出版日期Conference proceedings Dec 2013Latest edition
關(guān)鍵詞Gleichgewicht (Wirtsch; ); Growth; Growth Model; Wachstum (Wirtsch; ); Weber; Wirtschaftsmathematik
版次1
doihttps://doi.org/10.1007/978-3-7091-8269-7
issn_series 0084-537X
copyrightSpringer-Verlag / Wien 1971
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PRISM — ein neues Rechnerkonzepttion conditions given by concave production functions with completely general technical change we show: (i) in an optimal . period program an increase in final stock requirements implies investments must be increased in . period, (ii) optimal . period programs with no final stock requirements conver
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