Journal article
Approximating solutions of Hammerstein type equations in Banach spaces
Research Areas Currently no objects available |
Publication Details Author list: Daman O, Tufa A, Hailu H Publisher: Taylor and Francis Online Publication year: 2019 Volume number: 42 Issue number: 5 Start page: 561 End page: 577 Number of pages: 17 ISSN: 1607-3606 eISSN: 1727-933X URL: https://www.tandfonline.com/doi/abs/10.2989/16073606.2018.1463299 Languages: English |
Let X be a real Banach space and X∗ be its dual. Let F: X → X∗ and K: X∗ → X be Lipschitz monotone mappings. In this paper an explicit iterative scheme is constructed for approximating solutions of the Hammerstein type equation, 0 = u + KF u, when they exist. Strong convergence of the scheme is obtained under appropriate conditions. Our results improve and unify many of the results in the literature.
Projects
Currently no objects available
Currently no objects available |
Documents
Currently no objects available