Original Research Article
Year: 2016 | Month: May | Volume: 3 | Issue: 5 | Pages: 39-42
Fixed Points of Quasi Contractive Mappings Using Picard Iteration
Kasturi Mishra1, Hadibandhu Pattnaik2
1I.G. Women’s College, Cuttack, Odisha, India 753008. 2Ex-Principal, S.B. Women’s College, Cuttack 753001.
Corresponding Author: Kasturi Mishra
ABSTRACT
A map has fixed point at p if fixed point theorems have useful applications in Analusis some of the iterative methods which have been studied are related to S. Banach, W.R. Mann, J. Riemer Mann, W.G. Daston and a host of other mathematicians.
Studies by Prof. Ishikawa and by Prof. B.E. Rhoads, throw new light on the iteration process of W.R. Mann, Prof. Ishikawa studies by the following iteration process.
For a subset E of an Ailbert space H, if and only if the sequence generated by where (cn) and (dn) are real sequence in [0, 1].
Key words: Fixed Point, Metric Space, Picanel Iteration.