2012International Journal of Pure and Apllied MathematicsRequires access

PARAMETRIC OPTIMIZATION APPROACH TO UTILITY MAXIMIZATION PROBLEM

J. Enkhbayar, Rentsen Enkhbat

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Abstract

We consider the classical utility maximization problem which arises in consumer theory of economics. The utility maximization problem has been always considered in the literature [1,4,7] as concave maximization problem. So far less attention paid to parametric utility maximization problems. We consider parametric utility maximization problems with one parameter which is treated as time variable. We propose a new method and algorithm for solving the above problem. AMS Subject Classification: 46N10

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We consider the classical utility maximization problem which arises in consumer theory of economics. The utility maximization problem has been always considered in the literature [1,4,7] as concave maximization problem. So far less attention paid to parametric utility maximization problems. We consider parametric utility maximization problems with one parameter which is treated as time variable. We propose a new method and algorithm for solving the above problem. AMS Subject Classification: 46N10

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Available abstract

We consider the classical utility maximization problem which arises in consumer theory of economics. The utility maximization problem has been always considered in the literature [1,4,7] as concave maximization problem. So far less attention paid to parametric utility maximization problems. We consider parametric utility maximization problems with one parameter which is treated as time variable. We propose a new method and algorithm for solving the above problem. AMS Subject Classification: 46N10

Key concepts: Maximization, Utility maximization, Parametric statistics, Entropy maximization, Mathematical optimization, Utility maximization problem, Computer science, Mathematics

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