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Browsing by Author "Ogunbanjo, A. M."

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    Oscillation criteria for a nonlinear conformable fractional differential system with a forcing term
    (Pushpa Publishing House, Prayagraj, India, 2020) Ogunbanjo, A. M.; Arawomo, P. O.
    We employ the averaging functions, conformable fractional derivative and some inequalities to establish new oscillatory behaviour of the solutions of fractional differential system with a forcing term. The results obtained here extend and improve on some existing results. Examples are also given to show the validity of our results.
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    Oscillation criteria for three dimensional nonlinear conformable fractional delay differential system with forcing terms
    (2022-01) Ogunbanjo, A. M.; Arawomo, P. O.
    In this paper, we study the oscillation of three dimensional non- linear conformable delay differential system with forcing terms. By using generalized Riccati transformation, conformable derivatives and some inequality based techniques, we obtain several oscillation criteria for the system. Furthermore, an example is given to authenticate our results.
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    Oscillation criteria fora forced superlinearconformable fractional differential equation with damping term
    (2020-06) Ogunbanjo, A. M.; Arawomo, P. O.
    In this paper we establish some new oscillation criteria for the solution of a forced superlinear conformable fractional differential equation with damping term by using the averaging functions method. Our results provide extensions and improvement to some existing ones. Some examples are also given to show the relevance of our results.

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