Sentence examples for many iterative techniques from inspiring English sources

Many iterative techniques for the Helmholtz equation suffer due to their slow convergence.

Particularly, fixed point iterations and monotone iterative techniques are the core methods when solving a large class of abstract and applied mathematical problems and play an important role in many algorithms.

Partial Differential Equations (PDEs) are widely used to simulate many scenarios in science and engineering, usually solved through iterative techniques (e.g., Jacobi, Gauss Seidel).

However, one of the problems of these iterative techniques is the stopping criterion, where many methods have been proposed (Vincent and Soille 1991; Cheriet et al 1998; Chenyang et al 2000).

Iterative techniques for converging fixed points of nonexpansive nonself-mappings have been studied by many authors (see, e.g., Khan and Hussain [10], Wang [11]).

The main tool is monotone iterative techniques.

By applying monotone iterative techniques, we construct successive iterative schemes for approximating solutions.

By applying monotone iterative techniques, they constructed some successive iterative schemes to approximate the solutions.

It is clear that the iterative processes (2.1) include many iterative processes as special cases.

Meanwhile, we construct infinite many iterative roots if they exist.

This causes considerable performance overheads for many iterative applications.