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https://doi.org/10.1134/s0965542509120033
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Cite Publication Date: Dec 1, 2009 | |
 Citations: 4 |
Affiliation: Melentiev Energy Systems Institute
A family of interior point algorithms for solving linear programs is examined. Under the assumption on the nondegeneracy of the problem, a theoretical justification of these algorithms is given. The sets of the algorithms converging to relatively interior optimal solutions and having linear or superlinear convergence rate are identified.
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