Iterated convergence on Banach space valued functions of abstract g-fractional calculus
Abstract
The novelty of this paper is the design of suitable iterative methods for generating a sequence approximating solutions of equations on Banach spaces. Applications of the semi-local convergence are suggested including Banach space valued functions of fractional calculus, where all integrals are of Bochner-type.
Publication Title
European Physical Journal: Special Topics
Recommended Citation
Anastassiou, G., & Argyros, I. (2017). Iterated convergence on Banach space valued functions of abstract g-fractional calculus. European Physical Journal: Special Topics, 226 (16-18), 3667-3680. https://doi.org/10.1140/epjst/e2018-00023-5
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