Speaker
Description
In this paper, we present some results about
the aproximation of fixed points of enriched strictly
pseudocontractive and enriched nonexpansive op-
erators. There are numerous works in this regard
(for example [9], [10], [11] [14], [16], [35] and ref-
erences to them). Of course, the bibliografical ref-
erences are extensive and they are mentioned at
the end of this paper. In order to approximate
the fixed points of enriched strictly pseudocontrac-
tive and enriched nonexpansive mappings, we use
the Krasnoselskii iterative algorithm for which we
prove weak and strong convergence theorems.
Also, in this paper, we make a comparative study
about some classical convergence theorems from
the literature in the class of enriched strictly pseu-
docontractive and enriched nonexpansive mappings.
