# geometric programming

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## geometric programming

[¦jē·ə¦me·trik ′prō ‚gram·iŋ]
(systems engineering)
A nonlinear programming technique in which the relative contribution of each of the component costs is first determined; only then are the variables in the component costs determined.
McGraw-Hill Dictionary of Scientific & Technical Terms, 6E, Copyright © 2003 by The McGraw-Hill Companies, Inc.
References in periodicals archive ?
(2006) Inventory model of deteriorated items with a constraint: A geometric programming approach, European Journal of Operational Research.
(2008) Multi-objective marketing planning inventory models:A geometric programming approach, Applied Mathematics and Computation.
Without loss of generality, in this paper we consider the following geometric programming problem subject to max-product fuzzy relational inequalities with discrete variables:
Rajgopal and Bricker (2002) produced an efficient procedure for solving posynomial geometric programming. The procedure, which used the concept of condensation, was embedded within an algorithm for a more general (signomial) GP problem.
There are several real life interval geometric programming models with more than one objective functions, known as multi-objective geometric programming model.
Jha, "Geometric programming based robot control design," Computers and Industrial Engineering, vol.
Xu, "Maximum likelihood estimates with order restrictions on probabilities and odds ratios: a geometric programming approach," Journal of Applied Mathematics and Decision Sciences, vol.
* Representation of a non-linear Neutrosophic Programming Problem to a corresponding Geometric Programming Problem with posynomial terms.
An adaptive procedure to find the minimal solution for fuzzy neutrosophic geometric programming with (max, min) relation composition.
One cannot establish or cannot rule out the possibility of some relation but says that cannot determine the relation or link; this happens in legal field, medical diagnosis even in the construction of chemical flow in industries and more chiefly in socio economic problems prevailing in various countries., as well as the importance of geometric programming and the fuzzy neutrosophic relation equations in theory and application, I have proposed a new structure for maximum solution in FNRE with geometric programming.
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