“Geometry Involving Generalized Fixed Point Theory In Banach Spaces”
DOI:
https://doi.org/10.53555/sfs.v9i1.2733Keywords:
Fixed point, Quasimodo, Uniform convexity, Uniform convexity in every direction, Asymptotic centre, Property UC, k-uniform con verity, geometry, mappingsAbstract
This paper explains the convergence results of common best proximity points of various of non-self mappings in the setting of Banach spaces. In detail, we approximate new line a common fixed point for the class of relatively non expansive mappings by using fixed point . Through this result, we approximate common best the help of projective operators. And, we prove the new line convergence results of geometry involving in Banach spaces, generalized non expansive new line and proximally quasi-contractive multivalued mappings in uniformly convex Banach.
