Duality in Linear Programming-Chapter 15S.M. Sinha
Duality in generalized linear fractional programming-{r(x)Ix~K}:对偶的广义线性分式规划- { R(X)九~ K } 热度: 线性规划的对偶问题 热度: 第二章 线性规划的对偶理论(1-5) 热度: 相关推荐 Analyzing Nonblocking Switching Networks using Linear Programming (Duality) Hung Q. Ngo, Atri Rudra, ...
Given an optimization problem, the first basic question we are interested in is its feasibility status. The theory of infeasibility certificates for linear problems, including the Farkas lemma (see Sec. 2.3 (Infeasibility in linear optimization)) extends almost verbatim to the conic case. Lemma 8.3...
A dual for linear programming problems of a two person zero sum constrained matrix game with fuzzy payoffs is introduced and it is proved that such a game is equivalent to a primal-dual pair of certain fuzzy linear programming problems. Itpsilas solution is the focus of discussion in the fut...
This article deals with a class of nonsmooth multiobjective geodesic pseudolinear programming problems (in short, (NMGPP)) in terms of bifunctions in the framework of Hadamard manifolds. Employing Slater-type constraint qualification, we establish the necessary criteria of Pareto efficiency for (NMGPP...
Duality in linear programming with fuzzy parameters and matrix games with fuzzy pay-offs Fuzzy Sets and Systems Volume 146, Issue 2, 1 September 2004, Pages 253-269 Purchase options CorporateFor R&D professionals working in corporate organizations. Academic and personalFor academic or personal use on...
Probabilistic Constrained Linear Programming: Duality TheoryKeywords See also Referencesdoi:10.1007/978-0-387-74759-0_526Komáromi
In the present paper, we show that even if we are unsuccessful in this, we can at least say something interesting by using the principle of the separating hyperplane, a basic ingredient in linear programming duality.doi:10.48550/arXiv.0707.4436Croot, Ernie...
By means of new theorems on duality, a sort of recurrent neural network for solving linear programming problems is given, which can be realized easily by circuits. The algorithm's exponentially asymptotic stability in the whole is proven. It makes the neural computing approach for linear programmin...
Bector C. R., Chandra S., Husain I.,Generalized concavity and duality in continuous programming, Utilitas Math.,25 (1984) 171–190. MATH MathSciNet Google Scholar Bector C. R., Husain I.,Duality for multiobjective variational problems, J. Math. Ana. Appl.,166 (1992), 214–229. Arti...