Author's: M. Sene, P. Faye and N. Djitté
Pages: [59] - [80]
Received Date: February 12, 2014; Revised March 17, 2014
Submitted by:
Let K be a nonempty closed and convex subset of a real Hilbert
space H and let be m multivalued strictly pseudo
contractive mappings. A Krasnoselskii-type algorithm is constructed
and the corresponding sequence
is proved to be an approximating fixed
point sequence of each
i.e.,
Then, convergence theorems are also proved
under appropriate additional conditions. Finally, application to
optimization problem with constraints is given.
pseudo contractive mappings, multivalued
mappings, Hilbert spaces.