Proximal Point Algorithm with Errors for Variational Inclusions with H-accretive Operators
MA Le-rong · Jiangxi kexue · 2007
A class of generalized variational inclusions involving H-accretive operators is introduced and studied in q-uniformly smooth Banach spaces.By using new resolvent operator technique,we suggest a new proximal point algorithm with errors for finding approximate solutions which strongly converge to the exact solution of generalized variational inclusions.The results presented in this paper extend and improve many known results in the literature.