The employee transporting problem differs in nature from HVRP by not considering the routing, thus a computational comparison with other methods in the literature will not serve any purpose and such a task was not undertaken.
DFT calculations were used to provide a computational comparison with the experimental data.
The present paper aims to report on the electrochemical performance comparison between both systems by a Computational Fluid Dynamics approach.
Comparison with the results provided by a computational finite element model has been performed.
This paper presents a comparison between the performance predicted by a computational fluid dynamic (CFD) model and experimental measurements taken using a commercially available vortex tube.
The computational comparison of sequences against all of the known proteins using blastx is limited by computational resources (Meyer et al., 2008; Wilkening et al., 2009).
A computational analysis and comparison using ANOVA indicates that improvements towards a better optimal solution can be gained by implementing variants of the simulated annealing algorithm.
The various numerical methods are evaluated in terms of accuracy and computational requirements by a direct comparison of the leading moments of the bivariate distribution (i.e., M10 and M01) to the respective quantities calculated by a simple homogeneous model for the case of zero product inhibition.
Tests of the cis-regulatory predictions of the model are greatly facilitated by interspecific computational sequence comparison, which affords a rapid identification of likely cis-regulatory elements in advance of experimental analysis.
The accuracies of the model predictions are evaluated by a comparison to results from computational fluid dynamics (CFD) simulations.
