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Variable elimination can be viewed either as a decision process to decide if a constraint system is sat- isfiable, or as a process to simplify a satisfiable ...
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Sep 4, 2017 · The usual algorithm for solving systems of equations, Gaussian elimination, works whether the system contains redundant equations or not.
Missing: Variable Disequations.
Sep 11, 2020 · Consider a linear system Ax ≤ b. Then its constraint cT x ≤ d is redundant if the solution set remains the same even by omitting cT x ≤ d.
Dec 9, 2010 · I'd like to not only discover the existence of redundant constraints but figure out which constraints can be written as linear combinations of other ...
Missing: Disequations. | Show results with:Disequations.
Jul 16, 2024 · In this paper, we propose a detection technique. We demonstrate its benefits over alternative approaches. A detailed experimentation is reported.
May 30, 2024 · Redundant inequalities cannot be linearities. For a given non-redundant inequality, a second LP can be used to determine if it is a linearity.
Is there any efficient algorithm to remove redundant inequalities from a system of linear inequalities.
Nov 2, 2016 · The problem of detecting and removing redundant constraints is fundamental in optimization. We focus on the case of linear programs (LPs), ...
Jul 17, 2024 · For 1 ≤ i ≤ 9, in the hor. axiss, the first i variables are eliminated. 3. The vert. axis in each figure shows the running time (in seconds).
May 19, 2020 · I would like to find all indexes i such that the i\text{-th} inequality is redundant. For example in. \begin{aligned} x + y &\le 4\\ x + 2y &\le ...