Sentence examples for numerical literature from inspiring English sources

Convergence results for acoustic boundary element formulations have mainly been presented in the mathematical and numerical literature, and the results do not seem to be widely known among acoustic engineers.

Singularly perturbed delay differential equations have up to now not been satisfactorily discussed in numerical analysis literature; however, in recent years there has been a growing interest in the numerical study of such problems.

Furthermore, we investigate four different cubature rules which are well known from the numerical integration literature and which show similarities to the UT from an implementational point of view.

SIF solutions for such problems are not available, neither analytically, nor numerically, as the currently existing solutions in the literature (numerical results, Newman Raju empirical equations, weight function solutions, etc).

High order explicit Gudonov schemes have been dominating numerical applications and literature for the past decades.

Some numerical examples from literature are used to examine and verify the proposed method.

Some conservative finite difference schemes have been proposed in the literature; numerical results of all the schemes are encouraging.

Good correlation between numerical predictions and literature and experimental results is observed.

Validity and accuracy of the formulations are approved by comparing numerical results with literature.

Comparison with some experimental and numerical results from literature shows the relevancy of the proposed approach.

Obtained results are validated against available state of the art correlations and recent numerical results from literature.