Approximating solutions of the sum of a finite family of maximally monotone mappings in Hilbert spaces (Q1989143)

The class of accretive operators is an important extension of the class of monotone operators in Banach spaces. The zero points of an accretive operator are usually characterised by fixed points of their resolvents. In this paper, the authors investigate zero point problems for $m$-accretive operators and establish strong convergence theorems in a real Banach space without the aid of compactness assumptions. Numerical examples are provided to support their main results.