This research aims to develop discrete fundamental theorems using a new strategy, known
as delta integration method, on a class of delta integrable functions. The ν th-fractional sum …

In this paper, the authors discuss the oscillation of solutions of some generalized nonlinear α-
difference equation 1 Δ α (ℓ)(p (k) Δ α (ℓ) u (k))+ q (k) f (u (k− τ (k)))= 0, k∈[a,∞), where the …

Here, we discuss adequate oscillatory conditions for third-order sub linear neutral-delay ℓ-
difference equation∆ ℓ (α2 (k)∆ ℓ (α1 (k)∆ ℓ (x (k)+ p (k) x (k− τℓ))))+ q (k) xβ (k− σℓ)= 0, we …

The theory of discrete versions of the fundamental nabla integration theorems is being
developed in this work. Through∞-order nabla-integrable function, this theory has been …

Oscillation Criteria for a Class of Nonlinear Neutral Generalized α−Difference Equations Page 1
Appl. Math. Inf. Sci. 12, No. 4, 807-813 (2018) 807 Applied Mathematics & Information Sciences …

The authors intend to establish new oscillation criteria for a class of generalized third order
functional difference equation of the form\begin {equation}{\label {eq01}}\Delta_ {\ell}\left …

In the present study we highlight some results related to the oscillation for high order
nonlinear generalized neutral difference equation in the following form\begin …

OSCILLATION CRITERIA FOR SECOND ORDER LINEAR GENERALIZED DIFFERENCE
EQUATION M. Maria Susai Manuel1 §, P. Venkata Mohan Reddy2 Page 1 International …

Nonexistence of Solutions of Certain Type of Second Order Generalized α-Difference Equation in ℓ
c0(α(ℓ)) Spaces Page 1 Southeast Asian Bulletin of Mathematics © SEAMS. 2016 Southeast Asian …