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On the Variations of Some Well Known Fixed Point Theorem in Metric Spaces

机译:关于度量空间中一些众所周知的不动点定理的变化

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摘要

Results dealing with a Fixed Point for a map need not be continuous on a metric space, which improves a famous classical result, has been presented here, wherein the convergence aspect is duly addressed. This paper aims to present some fixed point theorems on metric spaces. It can be easily observed that these are significant improvement of some of the well-known classical result dealing with the generalization of Banach fixed point theorem. Further, here the rate of convergence aspects is duly taken care of.
机译:在此提出了处理地图固定点的结果不必在度量空间上连续的方法,从而改善了著名的经典结果,其中收敛方面得到了适当解决。本文旨在介绍度量空间上的一些不动点定理。可以很容易地观察到,这些是对处理Banach不动点定理的一些著名的经典结果的重大改进。此外,这里会适当考虑收敛速率方面。

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