Sentence examples for more accurate convergence from inspiring English sources

Regarding λ, low values will lead to a slower but a more accurate convergence, while high values will accelerate the convergence, although it may also cause oscillations.

In comparison with some recent results about the error estimates for fractional approximations, a more accurate convergence rate has been attained.

Predictions are compared with the results of Genetic Algorithm (GA) method and show faster and more accurate convergence to the global optimum, while variables are continuous in GBNM and discrete in GA.

The coded map leads to faster and more accurate convergence in LDPCA decoding because the proposed DVC decoder marks the variable nodes associated with non-coded blocks as not altered.

In [12], the authors presented an approach that relies on cluster center initialization and color quantization allowing faster and more accurate convergence such that it is suitable to segment very large color images.

To solve the symmetric eigenvalue problems, we propose a new preconditioning technique for the block steepest descent method based on a more accurate convergence estimate than the existing one and by employing the polynomial preconditioning technique designed originally for linear systems.

These include more accurate gradients, convergence acceleration using the Broyden Fletcher Goldfarb Shanno (BFGS) quasi-Newton algorithm as well as faster control derivative calculation algorithms.

We prove theoretically and show numerically that the SαFEM always achieves more accurate and higher convergence rate than the standard FEM of triangular elements (T3) and even more accurate than the four-node quadrilateral elements (Q4) when the same sets of nodes are used.

It is shown that the FPM is inherently more accurate, since the convergence rate of the other methods depends on the arbitrarily chosen shape functions, while in the FPM, these functions are obtained as generic results of each order of the solution.

As a result, for the same number of terms, the homotopy perturbation method yields relatively more accurate results with rapid convergence than other methods.

The results show that the new criterion can provide a more accurate prediction about the convergence of the Volterra-series representation of the Duffing's oscillator.