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Linear interval inequalities
Authors:
Ji
Rohn a;
Jana Kreslov
a
Rohn a;
Jana Kreslov a
| Affiliation: | a Faculty of Mathematics and Physics, Charles university, Prague, Czech Republic |
DOI:
10.1080/03081089508818341
Publication Frequency:
8 issues per year
Subjects:
Algebra;
Fields & Rings;
Linear & Multilinear Algebra;
Numerical Algebra;
Vector & Tensor Analysis;
Formats available:
PDF
(English)
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Abstract
We prove that a system of linear inequalities with interval-valued data is weakly solvable (each system obtained by fixing coefficeints in the intervals prescribed has a solution) if and only if it is strongly solvable (all such systems have a solution in common) and desribe an algorithm for checking strong solvability.
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