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Article information
1999 , Volume 4, ¹ 4, p.45-50
Martynov A.P., Salimonenko E.A., Fedorova N.I.
Interval stability of optimal solution of linear programming problem under parametric analysis
In this paper, a technique determining whether the optimal solution of a linear programming problem is feasible or not is considered for the case when some coefficients of the basic conditions may vary being dependent on a one-dimensional parameter.
[full text] Classificator Msc2000:- *65G30 Interval and finite arithmetic
- 90C05 Linear programming
Classificator Computer Science:- *G.1.0 General (Numerical Analysis)
- G.1.6 Optimization
Keywords: linear programming problem, stability of the optimal solution, interval computational methods
Author(s):
Martynov Anatolii Polikarpovich
PhD. , Associate Professor
Position: Associate Professor
Office: Ufa State Aviation Technical University
Address: 450000, Russia, Ufa, K. Marks str., 12
Phone Office: (3472)237967
E-mail: ramazanov@imat.rb.ru
Salimonenko E.A.
Address: 450000, Russia, Ufa, K. Marks str., 12
Fedorova N.I.
Address: 450000, Russia, Ufa, K. Marks str., 12
Bibliography link:
Martynov A.P., Salimonenko E.A., Fedorova N.I. Interval stability of optimal solution of linear programming problem under parametric analysis // Computational technologies. 1999. V. 4. ¹ 4. P. 45-50
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