Due to the fact that it shows the same level of accuracy for different B-spline orders it is also much more convenient to use than the other methods because it doesn't require the selection of appropriate parameter(s).
The fact that the former can achieve the same level of accuracy as the latter suggests that the dilation erosion procedure is tantamount to incorporating appreciably more topological and geometrical information into the reconstruction while being much more computationally efficient.
We have also compared TIM-OS with MCML and CUDAMCML for the multi-layered tissue model and found that TIM-OS has the same level of accuracy as MCML and CUDAMCML and a comparable simulation speed as CUDAMCML.
"We're developing a system that can test a person for work-related hearing loss with the same level of accuracy that they would get from visiting a doctor.
Apple is busy building a flying saucer in Cupertino, a precision-engineered doughnut designed by Norman Foster that is being constructed with the same level of accuracy as one of its products – and is already $2bn over its $3bn budget as a result.
The performance of the proposed scheme is verified using benchmark examples drawn from literature, which shows that LBM provides at least the same level of accuracy, while requiring lower computation time than the well-established high resolution finite volume method.
In addition this paper will show that VAILDN has the same level of accuracy as do DAVA type algorithms.
The result suggests that predictions using RFBC can always achieve the same level of accuracy by increasing the sample size.
Wells and colleagues [ 37] concluded that 'less is more in multivariable analysis.' Of course, if a simple model can explain a phenomenon with the same level of accuracy as that of a more complex model, it thus agrees with the 'law of parsimony' or the concept of 'Occam's razor.' It is much more efficient and more applicable.
Comparing Tables 1-2 wiTablesles 4-5, respectively, we find that two numerical schemes have the same level of accuracy, while the BDF2-LE scheme can save significant CPU time for both ((P_{1}b, P_{1}, P_{1}dc)) elements and ((P_{2}, P_{1}, P_{2}dc)) elements.
Furthermore, extensive comparisons with exact solutions and with the second-order Godunov scheme of Glaz and Wardlaw based on the Eulerian formulation show that the first-order Lagrangian method generally attains the same level of accuracy as the second-order Eulerian method and is even better in resolving slip line discontinuities.
