A. N. Dheyab, Finding the optimal solution for fractional linear programming problems with fuzzy numbers, Journal of Kerbala University, 10(2012), 3-9.Aws Nidhal Dheyab, "Finding the optimal solution for fractional linear programming problems with fuzzy numbers", Journal of Kerbala university, ...
Note that FCOV(X) can be computed in polynomial time by linear programming, but computing COV(X) corresponds to the NP-complete set cover problem [20]. For all of the aforementioned problems there is an optimal solution corresponding to a minimal triangulation. Furthermore, all of the ...
Linear programmingassignment problemalternative optimal solutionsbranch-and-boundAlternative optimal solutions can give more choice for practical decision making. Therefore, the provision of methods for finding alternative optimal solutions is an important component part of the solution techniques for ...
Since an ILP solver always outputs an optimal solution (if computation is finished), it is shown that this procedure clearly finds an MDSM. This preprocessing method can be generalized for networks of three or more layers. However, the following simple ILP formulation works enough well for three...
Here is a description of an asymptotically optimal solution. It stands apart from other solutions for the RMQ problem, since it is very different from them: it reduces the RMQ problem to the LCA problem, and then uses the Farach-Colton and Bender algorithm, which reduces the LCA problem ...
athere is no method in literature for finding the fuzzy optimal solution of fully fuzzy linear programming (FFLP) problems and proposed a new method to find the fuzzy optimal solution of FFLP problems with equality constraints 没有方法在文学为发现充分地模糊的线性规划(FFLP)问题的模糊的最佳方案...
Kortsarz and Peleg [20] approximated DkSP with ratio O((n/k)2/3) when the number of edges in the optimal solution is larger than 2 k5/n. Demaine et al. [10] developed a 2-approximation algorithm for DkSP on H-minor-free graphs, where H is any given fixed undirected graph. ...
Finding the optimal rotation There are a few ways of finding optimal rotations between points. The easiest way I found is using Singular Value Decomposition (SVD), because it’s a function that is widely available in many programming languages (Matlab, Octave, C using LAPACK, C++ using OpenCV...
This framework suggests that when two directions are aligned, the precision of the integrated direction is greater than the single direction (similarly to optimal cue integration). Thus, the integration yields a more precise input to the motor control, perhaps permitting the bees to cross small ...
The last proposition specifies the interval in which e(x∗) must lie for an optimal solution x∗. The next proposition will give the explicit solution. Proposition 3. For given n and R, the expansion x∗ = (R − r)(2 − 1) + r(2 +1 − 1) with and r as in (16) ...