Sentence examples for fixed theory from inspiring English sources

For more detailed literature on coupled fixed theory, we refer to [24 28].

Metric fixed theory for these Banach spaces of functions has been widely studied.

The tools used in this study are based on point fixed theory.

For example, Blackwell et al. ( 2007) found that, although Grade 7 math students' who held a fixed theory of ability and those who held an incremental theory of ability both started at the same level of math achievement, by the end of the two years students who held an incremental view of ability achieved higher grades in math than did their fixed theory peers.

As is well known, fixed theory has always been kept a watchful eye on in nonlinear analysis, such as [1] proved Krasnoselskii's fixed point theorem for general classes of maps, [2] established strong convergence theorems for fixed point problems and generalized equilibrium problems of three relatively quasi-nonexpansive mappings in a Banach space.

As noted above, Dweck and her colleagues (Dweck and Leggett 1988; Blackwell et al. 2007) have shown students possess particular 'mindsets' that can influence their motivational and developmental trajectories through the course of school (e.g., fixed theory of ability vs. incremental theory of ability).

In 2008, Jachymski [5] combined the concept of fixed point theory and graph theory to study fixed point theory in a metric space endowed with a directed graph.

The approaches are based on Banach fixed point theory, Brower fixed point theory, Laypunov Kravsovskii functional, homeomorphism theory and the matrix spectral theory.

Closely related to fixed point theory is coincidence theory.

xii+511 pp. There have been a number of conferences over the years which, although not devoted exclusively to fixed point theory, have had significant fixed point theory components.

At this moment, we need to recall the following differences between metric-based fixed point theory and K-topology-based fixed point theory.