Linear Optimization Problems with Inexact Data

By Miroslav Fiedler, Josef Nedoma, Jaroslav Ramík, Jiri Rohn, Karel Zimmermann. 2006

346 citations recorded by the source corpus.

Subfields: Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/9a80eeaf8c54faf5130fd3b409ab952eb4c07e1e

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In Numerical Analysis

1. Jiri Rohn
2. Yurui Fan
3. Guohe Huang

Citations in the corpus

• A Robust Two-Step Method for Solving Interval Linear Programming Problems within an Environmental Management Context (2012, background): “Among them, IMP was an effective approach in dealing with uncertainties, since it does not require distributional information for input parameters (Tong, 1994; Chinneck and Ramada, 2000; Sengupta et al., 2001; Fiedler et al., 2006; Oliveira and Antunes, 2007).”
• Forty necessary and sufficient conditions for regularity of interval matrices: A survey (2009, methodology): “11) is called the solution set of a system of interval linear equationsAx = b; it is described by the Oettli-Prager theorem [13] asX(A,b) = { x | |Acx− bc| ≤ ∆|x|+ δ } (see [6], Thm.”