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International Journal of Production Research Volume 24, 1986 - Issue 4
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Original Articles

Engineering design: applications of goal programming and multiple objective linear and geometric programming‡

J. S. H. KORNBLUTH Jerusalem School of Business Administration, Hebrew University, Jerusalem, Israel
Pages 945-953 | Received 01 Nov 1984, Published online: 03 May 2007

REFERENCES

  • DEMBO , R. S. , 1980 . The sensitivity of optimal engineering designs using geometric programming . Engineering Optimization , 5 , 27 – 40 .
  • DUFFIN , R. J. , PETERSON , E. L. , ZENER , C. , 1967 , Geometric Programming—Theory and Application ( New York : John Willey & Sons Inc ).
  • EVANS , J. P. , and STEUER , R. E. , 1973 , A revised simplex method for linear multiple objective programs . Mathematical Programming , 5 , No. 1 . 54 – 72 .
  • KORNBLUTII , J. S. H. , 1974 , Duality indifference and sensitivity analysis in multiple objective linear programming . Operational Research Quarterly , 25 , No. 4 . 599 – 614 .
  • MOHAN , C. , and AGARWAL , V. , 1983 , A computational algorithm for the sensitivity analysis of polynomial and signomial geometric programming problems , Engineering Optimization . 6 , 219 – 228 .
  • PASCUAL , L. D. ,and BEN-ISRAEL , A. , 1971 , Vector-valued criteria in geometric programming . Operational Research . 19 , No. 1 . 98 – 104 .
  • SINGH , N. , and AGARWAL , S. K. , 1983 , Optimum design of an extended octagonal ring by goal programming . International Journal of Production Research . 21 , No. 6 , 891 – 898 .
  • ZELENY , M. , 1974 . Linear Multiobjective Programming . Lecture Notes in Economics and Mathematical Systems ( Berlin Springer-Verlag ).
  • ‡This paper was written whilst the author was on sabbatical leave at the Department of Management Science, Imperial College of Science and Technology, Exhibition Road, London SW7 2BX.

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