2018, Vol. 3, Issue 2, Part C
Generalized contractive conditions and single valued mapping in complete metric space
Author(s): Suhas S Patil and UP Dolhare
Abstract: There are great number of generalizations of well-known Banach contraction mapping principle, M. Edelstein [01] was extended and defined contractive mapping. A contractive mapping is always continuous and which has a unique fixed point. M. Edelstein [01] proved that if T is a contractive mapping on a compact metric space (
X,d) to itself then there exists a unique fixed point of T.
Pages: 219-226 | Views: 1254 | Downloads: 20Download Full Article: Click Here
How to cite this article:
Suhas S Patil, UP Dolhare. Generalized contractive conditions and single valued mapping in complete metric space. Int J Stat Appl Math 2018;3(2):219-226.
