On the Iterative Construction of Solutions for a Class of Variational Inclusions with $K$-Subaccretive Type Mappings
一类k-次增生型变分包含解的迭代构造

The paper aims to introduce and study a new class of variational inclusions problem with $k$-subaccretive type mappings in real reflexive Banach spaces. The author proves the existence and uniqueness of solutions to this class of variational inclusions and the convergence of Ishikawa iteration process with mixed errors for approximating solutions. The results presented improve, extend, and unify many corresponding results obtained by Chang, Zeng, etc.