Publication Date:
1993-01-01
Description:
In this paper we consider a mappingSof the formS=α0I+α1T+α2T2+…+αKTK, whereαi≥0.α1〉0with∑i=0kαi=1, and show that in a uniformly convex Banach space the Picard iterates ofSconverge to a fixed point ofTwhenTis nonexpansive or generalized nonexpansive or even quasinonexpansive.
Print ISSN:
0161-1712
Electronic ISSN:
1687-0425
Topics:
Mathematics
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