Existence and uniqueness of solution of fractional order differential equation of finite delay in cone metric space
S.K. Talankar, A.B. Jadhav, R.A. Muneshwar
Abstract
In this paper, we use Caputo sence to prove the existence and uniqueness of solutions to fractional differential equations with finite delay and nonlocal conditions in cone metric space. The result is achieved by applying several expansions of Banach’s contraction principle to the entire cone metric space, as well as providing an illustration of the primary result.
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Published: 2022-03-14
How to Cite this Article:
S.K. Talankar, A.B. Jadhav, R.A. Muneshwar, Existence and uniqueness of solution of fractional order differential equation of finite delay in cone metric space,
J. Math. Comput. Sci., 12 (2022), Article ID 109
Copyright © 2022 S.K. Talankar, A.B. Jadhav, R.A. Muneshwar. This is an open access article distributed under the
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