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References

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H. El Barmi, and R.L. Dykstra, "Restricted multinomial maximum likelihood estimation based upon Fenchel duality," Statistics and Probability Letters 21 (1994) 121-130.

[2]
C.S. Beightler and D.T. Phillips, Applied Geometric Programming ( John Wiley & Sons, NY, 1976).

[3]
D.L. Bricker, K.O. Kortanek and L. Xu, “Maximum likelihood estimates with order restrictions on probabilities and odds ratios: a geometric programming approach”, Applied Mathematical and Computational Sciences, The University of IA, Iowa City, Iowa 52242, September, 1995

[4]
A. Charnes, W.W. Cooper, B. Golany and J. Masters, “Optimal design modification by geometric programming and constrained stochastic network models,” International Journal on Systems Science 19 (1988) 825-844.

[5]
A. Charnes, W.W. Cooper and K.O. Kortanek, “Semi-infinite programming, differentiability and geometric Programming,” Journal of Mathematical Sciences 6 (1971) 19-40.

[6]
R.S. Dembo, “A set of geometric programming test problems and their solutions,” Mathematical Programming 10 (1976) 192-213.

[7]
R.S. Dembo, “Dual to primal conversion in geometric programming,” Journal of Optimization Theory and Applications 26 (1978) 243-252.

[8]
R.J. Duffin, E.L. Peterson and C. Zener, Geometric Programming–Theory and Application (John Wiley & Sons, NY, 1967).

[9]
R.J. Duffin, “Infinite Programs”, in: H. W. Kuhn and A. W. Tucker, eds., Linear Inequalities and Related Systems, (Princeton University Press, Princeton, NJ, 1956) pp.157-170

[10]
J. Dupacová, P. Charamza and J. Mádl “On stochastic aspects of a metal cutting problem,” Department of Statistics, Charles University, Sokolovská 83, 18600 Prague, Czech Republic, June, 1993.

[11]
A.V. Fiacco and A. Ghaemi, “Sensitivity analysis of a nonlinear water pollution control model using an upper hudson river data base,” The George Washington University, Washington, D.C., August, 1981.

[12]
A.V. Fiacco and A. Ghaemi, “Sensitivity and parametric bound analysis of an electric power generator GP model: optimal steam turbine-exhaust annulus and condenser sizes, serial T-437,” The George Washington University, Washington, D.C., August, 1981

[13]
R. Jagannathan, “A stochastic geometric programming problem with multiplicative recourse,” Operations Research Letters 9 (1990) 99-104.

[14]
S. Jha, K.O. Kortanek and H. No, “Lotsizing and setup time reduction under stochastic demand: a geometric programming approach,” Working paper series No. 88-12, College of Business Administration, The University of Iowa, Iowa City, June, 1988

[15]
K.O. Kortanek, X. Xu and Y. Ye, “An infeasible interior-point algorithm for solving primal and dual geometric programs,” Mathematical Programming 76 (1996) 155-181.

[16]
M. J. Rijckaert and X. M. Martens, “Bibliographical note on geometric programming,” Journal of Optimization Theory and Applications 26 (1978) 325-337

[17]
T. Robertson, F.T. Wright and R.L. Dykstra, Order Restricted Statistical Inference (John Wiley and Sons, NY, 1988).

[18]
C.H. Scott and T.R. Jefferson, “Allocation of resources in project management,” International Journal on Systems Science 26 (1995) 413-420.

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