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Computational Complexity and Feasibility of Data Processing and Interval Computations
K. Baker, Nakao Mitsuhiro, N. Arnold, Rump Siegfried, Shary Petrovich, V. Pascal (2010)
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[For an interval system of linear equations Ax = b, we consider the problem of inner estimation of its solution set, formed by all the solutions to point systems Ax= b with A∈A and b∈b. The so-called “center approach” to the problem is developed when the inner interval box is constructed around an a priori known center point from the solution set. Determining the size of the inner box is shown to be reduced to a maximization problem for a special quasiconcave objective function.]
Published: May 13, 2011
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