Following some recent research about fractional programming problems with absolute-value functions, in this paper, we consider this class of optimization ...
This work presents some conditions under which the considered nonsmooth fractional optimization problem can fail to be equivalent to the obtained smooth one ...
This work presents some conditions under which the considered nonsmooth problem can fail to be equivalent to the obtained smooth one. Keywords: fractional ...
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What intervals are absolute value functions increasing?
Following some recent research about fractional programming problems with absolute-value functions, in this paper, we consider this class of optimization ...
The following section contains preliminaries, notations, and assumptions for solving a linear fractional functionals programming problem. Results of this paper ...
Feb 9, 2023 · I know how to maximize a linear fractional programming problem (MILFP) via Charnes-Cooper transformation. And I know how to handle a absolute ...
Abstract: In this paper, we propose a new model for linear fractional programming problem with absolute value functions. The major contribution of.
Chadha (2002) proposed a method to solve LFP problem with absolute value functions under which simplex type algorithms can be used to solve an optimal solution.
In this paper, the absolute value linear fractional programming problem with interval coefficients in the objective function is considered. For solving the ...
Apr 30, 2024 · Using linear fractional programming and relaxing constraint (4) ... Reformulate a strictly convex QP problem containing absolute value term.