Sentence examples for numerical problems that from inspiring English sources

Also, it is not susceptible to numerical problems that hinder the published methods.

By employing the Lagrange's method, numerical problems that originate from nonlinear reactions and Eulerian girds are neutralized.

The numerical problems that can arise in computing the curvature, in particular when this is varying rapidly, are discussed.

But, as I soon found out, students usually think of discussion sessions as just problem-solving sessions where the GSI will work on some numerical problems that are relevant for their midterms and finals.

The equations are regularized (using Lamaı̂tre's regularization), so we can avoid the numerical problems that come from the close approach with the planet.

To avoid numerical problems that can occur when trying to develop IS for all uncertain model parameters, a prioritization is first performed using a recently proposed global sensitivity analysis to quantify the relative importance of each model parameter.

Finally, the proposed algorithms have been used to several numerical test problems that indicate the higher performance of the GA compared with the SA in terms of objective function.

We show numerical test problems that explore a rather large parameter space of the model ranging from ideal MHD, viscous and resistive MHD over pure electro-dynamics to moving dielectric elastic solids in a magnetic field.

In order to overcome numerical stability problems that inherently occur in the recursive least-squares (RLS -based adaptive dynamic pRLS -based padaptive for online optimal control dynamic a novel method to programmingrovements in the state-value function aparadigmsions for online algoptimal of the discontrolinear quadesign regulator (DLQR) conovel systemethodgn is proposed.

We demonstrate in a number of numerical test problems that IMEX methods in conjunction with efficient preconditioning become more efficient than explicit methods for systems exhibiting high levels of grid-induced stiffness.

The immersed boundary method is a mathematical formulation and numerical approach to such problems that was originally introduced to study blood flow through heart valves, and extensions of this work have yielded a three-dimensional model of the heart and great vessels.