numerical approximation 
In this paper, the numerical approximation by Galerkin method for completely compressible miscible displacement with molecular diffusion and dispersion in porous media is considered.


It could eventually be used to validate those found by numerical approximation techniques.


We present here a numerical approximation for the Fe Kα emission line using analytical functions.


Second, based on the assumption that indexes are monotonic for the requirements, an algorithm is proposed and applied to numerical approximation of monotonic indexes requirement locus with hyperboxes.


In this paper we introduce and analyze a new approach for the numerical approximation of Maxwell's equations in the frequency domain.


Based on the Tikhonov regularization technique, we transform the original problem into an optimization problem so that a stable numerical approximation to the solution can be obtained by a standard finite element method.


In this paper, numerical approximation of solution branches of bifurcation problem with corankn is studied.


A laboratory experimental evaluation is carried out to verify the effect of deadzone and its numerical approximation.


This paper is devoted to estimation and numerical approximation of basins of attraction for a class of uncertain systems.


Numerical Approximation of First Eigenvalues for a Heat Conduction Problem


Accuracy and Stability of the numerical approximation for the integration of elastoplastic constitutive relation are presented.


Description and weno numerical approximation to nonlinear waves of a multiclass traffic flow LWR model


This result can be used in the numerical approximation of multivalued semiflows and nonautonomous perturbation of multivalued semiflows.


The simulation of reasonably long chains becomes possible even when fluctuating hydrodynamic interactions are taken into account without employing averaging procedures by introducing efficient numerical approximation schemes.


The method consists in a numerical approximation to the path integral combined with the moment method.


Every numerical approximation done in the text has been tested.


By considering only the "slow" ageostrophic and quasigeostrophic components a numerical approximation to the shallowwater equations is derived that effectively removes the timestep restrictions caused by the presence of fast waves.


Results obtained by the numerical approximation of the integral equation on the boundary of the ferromagnetic bodies are presented.


Estimating errors of numerical approximation for analytic functions


It is shown that very nearly the same estimates for the errors of numerical approximation for analytic functions can be obtained more simply through Cauchy's integral formula that otherwise result from Davis' method using Hilbert space techniques.

