An implementation of the simplex method for linear programming problems with variable upper bounds

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Abstract

Special methods for dealing with constraints of the form xj≤ xk, called variable upper bounds, were introduced by Schrage. Here we describe a method that circumvents the massive degeneracy inherent in these constraints and show how it can be implemented using triangular basis factorizations. © 1982 The Mathematical Programming Society, Inc.

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Todd, M. J. (1982). An implementation of the simplex method for linear programming problems with variable upper bounds. Mathematical Programming, 23(1), 34–49. https://doi.org/10.1007/BF01583778

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