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Original Articles

On Improving Bounds For Variables In Linear Integer Programs By Surrogate Constraints

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Pages 260-269 | Received 06 Aug 1974, Published online: 25 May 2016

References

  • E. Balas, “Discrete programming by the filter method,” Operations Research, vol. 16, 1967, 915–57.
  • A. Charnes and W. W. Cooper, Management models and industrial applications of linear programming. Vol. i, ii. New York: Wiley, 1961.
  • A. Charnes and W. W. Cooper, “Programming with linear fractional functionals,” Naval Research Logistics Quart., 1962, 181–6.
  • A.M. Geoflfrion, “An improved implicit enumeration approach for integer programming,” Operations Research vol. 17, 1969, 437–54.
  • A.M. Geoffrion, “Lagrangian releixation for integer programming,” Working Paper No. 195, University of California, Los Angeles, August 1974.
  • F. Glover, “Surrogate constraints,” Operations Research vol. 16, 1969, 741–9. o
  • F. Glover, “Surrogate constraint duality in mathematical programming,” MSRS 73–7, U. of Colorado, May 1973; forthcoming Operations Research.
  • P.L. Hammer, N.M. Padberg, and U.N. Peled, “Constraint pairing in integer programming,” Res. Rept. CORR 73–7, Faculty of Mathematics, University of Waterloo, 1973.
  • B. Martos, “Hyperbolic programming,” Naval Research Logistics Quart., 1964, 135–155.

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