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Lagrange Multiplier Rules for Optimization Problems

Youji Nagahisa

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Abstract

Abstract.This paper is devoted to show that a given element, set,cone and functions satisfy the proposed condition if、 and only if、 a Lagrange multiplier rule is satisfied, and that a Lagrange multiplier rule is satisfied by a solution of an optimization problem defined in Banach spaces.

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What this paper is about

Abstract.This paper is devoted to show that a given element, set,cone and functions satisfy the proposed condition if、 and only if、 a Lagrange multiplier rule is satisfied, and that a Lagrange multiplier rule is satisfied by a solution of an optimization problem defined in Banach spaces.

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Available abstract

Abstract.This paper is devoted to show that a given element, set,cone and functions satisfy the proposed condition if、 and only if、 a Lagrange multiplier rule is satisfied, and that a Lagrange multiplier rule is satisfied by a solution of an optimization problem defined in Banach spaces.

Key concepts: Lagrange multiplier, Multiplier (economics), Mathematics, Mathematical optimization, Computer science, Calculus (dental), Mathematical economics, Economics

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