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Nonlinear Pricing: Applications to Concave Programming

F. J. Gould

Operations Research · 1971 · Volume 19 · Issue 4

DOI: 10.1287/opre.19.4.1026

Abstract

This paper introduces approximation theorems for using nonlinear pricing techniques to solve concave programs, and then proposes an algorithm that is essentially a sequential unconstrained procedure with exponential prices. Then it derives upper bounding estimates and solves several specific problems.

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