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Original Articles

Geometric Programming via a Primal Auxiliary Problem

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Pages 308-317 | Received 01 Apr 1974, Published online: 09 Jul 2007

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Read on this site (3)

D.T. Phillips & G.V. Reklaitis. (1976) On Geometric Programming with Slack Constraints and Degrees of Difficulty. A I I E Transactions 8:2, pages 275-279.
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G.V. Reklaitis & D.T. Phillips. (1975) A Survey of Nonlinear Programming. A I I E Transactions 8:1, pages 235-256.
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G.V. Reklaitis & D.T. Phillips. (1975) A Survey of Nonlinear Programming. A I I E Transactions 7:3, pages 235-256.
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Articles from other publishers (7)

J. E. Fattler, G. V. Reklaitis, Y. T. Sin, R. R. Root & K. M. Ragsdell. (1982) On the computational utility of posynomial geometric programming solution methods. Mathematical Programming 22:1, pages 163-201.
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J. G. Ecker. (1980) Geometric Programming: Methods, Computations and Applications. SIAM Review 22:3, pages 338-362.
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M. J. Rijckaert & X. M. Martens. 1980. Advances in Geometric Programming. Advances in Geometric Programming 441 453 .
P. V. L. N. Sarma, X. M. Martens, G. V. Reklaitis & M. J. Rijckaert. 1980. Advances in Geometric Programming. Advances in Geometric Programming 263 281 .
R. S. Dembo. 1980. Advances in Geometric Programming. Advances in Geometric Programming 227 261 .
P. V. L. N. Sarma, X. M. Martens, G. V. Reklaitis & M. J. Rijckaert. (1978) A comparison of computational strategies for geometric programs. Journal of Optimization Theory and Applications 26:2, pages 185-203.
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R. S. Dembo. (1978) Current state of the art of algorithms and computer software for geometric programming. Journal of Optimization Theory and Applications 26:2, pages 149-183.
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