1971Unpublished venueRequires access

The Constant Elasticity of Substitution Function

David F. Heathfield

Open publisher page 1 citations

Abstract

We now leave the Cobb-Douglas function and move on to the next major development of the ‘Marshallian’ type of production function. This development took the form of generalising the Cobb-Douglas function. This new function, like the Cobb-Douglas, has a constant elasticity of substitution; unlike the Cobb-Douglas, however, its elasticity of substitution is not constrained to be unity. The function is known as the constant elasticity of substitution production function and includes the Cobb-Douglas as a special case.

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What this paper is about

We now leave the Cobb-Douglas function and move on to the next major development of the ‘Marshallian’ type of production function. This development took the form of generalising the Cobb-Douglas function. This new function, like the Cobb-Douglas, has a constant elasticity of substitution; unlike the Cobb-Douglas, however, its elasticity of substitution is not constrained to be unity. The function is known as the constant elasticity of substitution production function and includes the Cobb-Douglas as a special case.

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Available abstract

We now leave the Cobb-Douglas function and move on to the next major development of the ‘Marshallian’ type of production function. This development took the form of generalising the Cobb-Douglas function. This new function, like the Cobb-Douglas, has a constant elasticity of substitution; unlike the Cobb-Douglas, however, its elasticity of substitution is not constrained to be unity. The function is known as the constant elasticity of substitution production function and includes the Cobb-Douglas as a special case.

Key concepts: Constant elasticity of substitution, Elasticity of substitution, Elasticity (physics), CobB, Cobb–Douglas production function, Substitution (logic), Constant (computer programming), Function (biology)

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