Geometric classifications of homogeneous production functions

Abstract

In this paper, we completely classify homogeneous production functions with an arbitrary number of inputs whose production hypersurfaces are flat. As an immediate consequence, we obtain a complete classification of homogeneous production functions with two inputs whose production surfaces are developable.

11 pages; To appear in Applied Mathematics and Computation

References in corpus (1)

• Geometry of quasi-sum production functions with constant elasticity of substitution property

Cited by in corpus (2)

• Some characterizations of the quasi-sum production models with proportional marginal rate of substitution
• On some geometric properties of quasi-product production models