Sentence examples for many iterative methods from inspiring English sources

In the literature exist many iterative methods with memory for solving nonlinear equations, the most of them designed in the last years.

By using a particular divided difference of first order we can transform many iterative methods into derivative-free iterative schemes, holding the order of convergence of the departure original method.

There are many iterative methods designed to approximate its solutions.

There are many iterative methods for finding a fixed point of f.

There are many iterative methods for finding a fixed point of g.

Many iterative methods can be used to solve the SFP (1.1); see [6 16].

There exist many sixth-order iterative methods for solving nonlinear scalar equations.

There exist many sixth-order iterative methods (see, e.g., [5, 6, 7, 12, 13, 15]) for solving nonlinear scalar equations.

There are in literature many papers in which iterative methods are defined in order to solve (1.1).

Many authors have studied iterative methods for approximating fixed points of mappings of nonexpansive type with respect to the Bregman distance; see [13 17].

Recently, variational inequalities, fixed point problems, and zero point problems have been investigated by many authors based on iterative methods; see, for example, [14 32] and the references therein.