Strong Convergence Theorems for Solutions of Equations of Hammerstein Type

الملخص EN

We consider an auxiliary operator, defined in a real Hilbert space in terms of K and F, that is, monotone and Lipschitz mappings (resp., monotone and bounded mappings).

We use an explicit iterative process that converges strongly to a solution of equation of Hammerstein type.

Furthermore, our results improve related results in the literature.