In this study, we discuss the existence of positive solutions for the system of m-singular sum
fractional q-differential equations D q α ixi+ gi (t, x 1,…, xm, D q γ 1 x 1,…, D q γ mxm)+ hi (t …

We propose a new method called the fractional reduced differential transform method
(FRDTM) to solve nonlinear fractional partial differential equations such as the space-time …

We propose a class of neutral type quaternion‐valued neural networks with delays in the
leakage term on time scales that can unify the discrete‐time and the continuous‐time neural …

By the Riccati transformation technique, we study some new oscillatory properties for the
second-order dynamic equation on an arbitrary time scale TT We also establish the …

In this work, we consider a generalized quantum fractional Sturm–Liouville–Langevin
difference problem with terminal boundary conditions. The relevant results rely on Mönch's …

In this paper, we propose a computation method of Hausdorff distance between an arbitrary
time scale and its translation (ie the endpoints approximation method or the EA method) and …

In this paper, we study a nonlinear Riemann-Liouville fractional a q-difference system with
multi-strip and multi-point mixed boundary conditions under the Caputo fractional q …

We propose a class of complex-valued neural networks with timevarying delays and
impulsive effects on time scales. By employing the Banach fixed point theorem and …

This paper is devoted to the existence of positive solutions for a nonlinear coupled Riemann‐
Liouville fractional q‐difference system, with multistrip and multipoint mixed boundary …

We introduce q‐modified Laplace transform and establish theoretical results. We also give
some applications of q‐modified Laplace transform for solving homogeneous and non …