Study on random langevin differential equations with fractional derivative with respect to another function
Study on random langevin differential equations with fractional derivative with respect to another function
Abstract
In this paper, we study the existence, uniqueness, and Ulam stability of solutions for some classes of random Langevin differential equations involving the -Hilfer fractional derivative with the four conditions initial, nonlocal, impulsive and boundary. Our main results rely on fixed point theories. An Example illustrating our results is also presented.
Published
2022-11-19
Section
Articles