… In this paper, we propose a regularization viscosity algorithm with computational errors
for the sum of two accretive operators and a nonexpansive mapping. Strong convergence of …

… convergence condition and present some examples. In Section 3 we establish the strong
convergence of … semigroups whose generators satisfy the convergence condition. In Sections 4 …

… Next we study a weak convergence theorem for accretive operators in Banach spaces. This
… E, we denote strong convergence of {xn} to x ∈ E by xn → x and weak convergence by xn ⇀ …

… Furthermore, we prove that the T-stability or the almost T-stability of the Mann iteration
procedure leads to the strong convergence of the so-called Mann iteration method with errors …

… a zero of the accretive mapping A if and only if it is a fixed point of the pseudocontractive
mapping T ≔ I − A . It is now well known (see, eg, [20]) that if A is accretive then the solutions of …

… -accretive mapping. Assume that the inclusion 0∈ Au has a solution. An iterative process
is constructed which converges strongly … the strong convergence of the resolvent of m-accretive …

… where T is strongly accretive, accretive, or -strongly accretive in … Ishikawa iteration methods
converge strongly to the unique … Ishikawa iteration methods converge strongly to the unique …

… of strong convergence of various iterative algorithms for computing the unique zeros of
set-valued accretive … More precisely, we extract explicit rates of convergence from these proofs …

… We establish the strong convergence of the Ishikawa and Mann iterative methods with …
deal with the strong convergence of the iterative methods to the fixed points of φ-strong …

… It is our purpose in this paper to prove convergence theorems for zeros of generalized
Lipschitz, generalized Φ-quasi-accretive operators and for fixed points of generalized Lipschitz, …