Sentence examples for computational limit from inspiring English sources

Exact(8)

This public key algorithm depends on the computational limit of the eavesdropper to ensure computational security.

It is found that the proposed algorithm is able to produce satisfactory solutions consistently within a reasonable computational limit.

In this paper comprehensive parametric studies of reinforced and unreinforced embankments were conducted using the general purpose computational limit analysis approach Discontinuity layout optimisation (DLO).

This hierarchical clustering procedure is applied to disjoint subsets (S) of m all available gene probes due to computational limit (e.g., m = 41000 gene probes in the lung cancer dataset).

Only a single bootstrap replicate was attempted at a time, as this seemed to be the computational limit, at least for the used workstation, as any additional searching caused an error.

All implementations were performed in GAMS (General Algebraic Modeling System) [ 39] and mathematical models (MINLP and MIQP) are solved using SBB [ 40] and CPLEX [ 41] mixed integer optimisation solvers with computational limit of 3600 seconds, where necessary.

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Similar(52)

Scholars also indicated that "whatever the optimal method chosen to solve the MLLS problem, standard optimization packages were still faced with computer memory constraints and computational limits that prevented them from solving realistic size cases".

As a result, computer simulations should be extended beyond these computational limits.

However, the experiments described above with n=8 and a sample size of S=50,000 are already pushing current computational limits, even when using a large computer cluster.

To be able to accommodate meso-scale objects, we need to extend the computational limits of the DDA method such that it could compute object sizes of 10λ 30λ characteristic dimension (i.e. volumes of 103 104 cubic wavelengths).

Traditionally, due to computational limits and long-term planning, the operation cost is not computed for hourly demand in the TEP problem.

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