In this article, we consider a study of a general class of nonlinear singular fractional DEs with
p-Laplacian for the existence and uniqueness (EU) of a positive solution and the Hyers …

The major objective of this work is to investigate sufficient conditions of existence and
uniqueness of positive solutions for a finite system of ψ-Hilfer fractional differential …

Let T be a periodic time scale. The purpose of this paper is to use Schauder's fixed point
theorem to prove the existence of periodic and asymptotically periodic solutions of nonlinear …

In the present manuscript, we discuss the Ulam stability of dynamic equations on time
scales. We get some stability requirements using a fixed point alternative on complete …

In this paper, we use the Gustafson and Schmitt version of a fixed point theorem in a cone to
show the existence of positive periodic solutions for nonlinear dynamic systems with discrete …

In this manuscript, we investigate the existence of positive periodic solutions of a nonlinear
Lotka-Volterra delay dynamic system on time scales. By using Krasnoselskii's fixed point …

Time scales calculus was initiated in 1988 by Stefan Hilger. It bridges the gap between
continuous and discrete analysis and expands on both theories. Differential equations are …

Periodic solutions of almost linear Volterra integro-dynamic systems Page 1 Malaya Journal of
Matematik, Vol. 8, No. 4, 1427-1433, 2020 https://doi.org/10.26637/MJM0804/0015 Periodic …

This thesis focuses on examining the periodicity, positivity, and stability of solutions for
specific delay dynamic equations on time scales. To achieve this, we initially introduce …

In this article, we establish the existence of positive periodic solutions for second-order
dynamic equations on time scales. The main method used here is the Schauder fixed point …