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A Complementarity Algorithm for Optimal Stationary Programs in Growth Models with Quadratic Utility

机译：二次效用增长模型中最优平稳程序的互补算法

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摘要

It is shown that under natural economic assumptions the complementary pivot algorithm will find an optimal steady state for a von Neumann growth model with a quadratic utility function. This generalizes the result of Dantzig and Mann for the case of linear utility. (Author)

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作者
Chung, C. S.; Gale, D.;
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年度 1981
页码 p.1-16
总页数 16
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Quadratic programming; Econometrics; Pivots; Approximation(Mathematics); Matrices(Mathematics); Theorems; Algorithms;

机译：二次规划;计量经济学;枢轴;近似（数学）;矩阵（数学）;定理;算法;

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2. A new branch and bound algorithm for solving quadratic programs with linear complementarity constraints [J] . G. S. Liu, J. Z. Zhang Journal of Computational and Applied Mathematics . 2002,第1期

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4. A Quadratically Convergent Algorithm for the Mixed Linear Complementarity Problem in Engineering and Economic Equilibrium Modeling [C] . Qingjun Ren International conference on application of mathematics and physics;AMP2010 . 2010

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5. Sequential quadratic programming algorithm and an optimum mechanism design. [D] . Dandu, Raju Sivarama. 1991

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A Complementarity Algorithm for Optimal Stationary Programs in Growth Models with Quadratic Utility

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