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2013•Journal of Qingdao University of Science and TechnologyRequires access

A Kind of New Proof on Lagrange Multiplier and Its Extensions

Wei Wei

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Abstract

A kind of new proof on Lagrange multiplier and its extensions is discussed by using the vector tools.Specifically,binary function,ternary function and multivariate function's proof of vector form of Lagrange multiplier are studied.The new proof can solve the problem better which is too complicated to be transferred by traditional method.

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What this paper is about

A kind of new proof on Lagrange multiplier and its extensions is discussed by using the vector tools.Specifically,binary function,ternary function and multivariate function's proof of vector form of Lagrange multiplier are studied.The new proof can solve the problem better which is too complicated to be transferred by traditional method.

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Available abstract

A kind of new proof on Lagrange multiplier and its extensions is discussed by using the vector tools.Specifically,binary function,ternary function and multivariate function's proof of vector form of Lagrange multiplier are studied.The new proof can solve the problem better which is too complicated to be transferred by traditional method.

Key concepts: Lagrange multiplier, Multiplier (economics), Mathematics, Ternary operation, Binary number, Algebra over a field, Proof of concept, Constraint algorithm

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