In the setting of Hilbert spaces, inspired by Iemoto and Taka- hashi [S. Iemoto and W. Takahasi, Nonlinear Analysis 71 (2009) 2082{2089] we study a Mann's method with viscosity to approximate strongly (common) xed points of a nonexpansive mapping and a nonspreading mapping. A cru- cial tool in our results is the nonspreading-averaged type mapping.
On Mann’s Method with viscosity for nonexpansive and nonspreadings mappings in Hilbert spaces
MARINO, Giuseppe;
2014-01-01
Abstract
In the setting of Hilbert spaces, inspired by Iemoto and Taka- hashi [S. Iemoto and W. Takahasi, Nonlinear Analysis 71 (2009) 2082{2089] we study a Mann's method with viscosity to approximate strongly (common) xed points of a nonexpansive mapping and a nonspreading mapping. A cru- cial tool in our results is the nonspreading-averaged type mapping.File in questo prodotto:
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