In this paper, the authors discuss the oscillation, nonoscillation and growth of the solutions of
the generalized nonlinear α-difference equation α (ℓ)(p (k) α (ℓ) u (k))+ f (k) F (k, u (k), α (ℓ) u …

The basic theory of difference equations is based on the operator∆ defined as∆ u (k)= u (k+
1)-u (k), k∈ N= 10, 1, 2, 3,··· l. Eventhough many authors [1–3] have suggested the definition …

In this paper, the authors discuss the oscillatory and nonoscillatory behaviour of solutions of
some generalized mixed difference equations of the form∆ 2 ℓ (∆ α (ℓ) u (k))+ δp (k) u (k)= 0 …

In this paper, the authors discuss the asymptotic and oscillatory behavior of solutions of the
nonlinear generalized α− difference equation∆ α (ℓ)(p (k)∆ α (ℓ)(u (k)+ q (k) u (k− ρ)))+ t (k) f …

RESEARCH ARTICLE Oscillation, Nonoscillation and Growth of Solutions of Generalized
Nonlinear Difference Equation of Second Orde Page 1 J. of Mod. Meth. in Numer. Math …

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 …

In this paper, the authors discuss the asymptotic and oscillatory behaviour of solutions of the
third order generalized mixed difference equation of the form∆ ℓ (∆ 2 α (ℓ) u (k))+ p (k) u (k+ …

In this paper, the authors generate the Stirling numbers of third kind to find formula for the
sum of several types of product of polynomials and polynomial factorials using inverse of the …

GLOBAL PROPERTIES OF SOLUTIONS OF FOURTH ORDER GENERALIZED α−DIFFERENCE
EQUATIONS M. Maria Susai Manuel1 §, K. Srinivasan2, Page 1 International Journal of …

FORWARD DIFFERENCE OPERATOR OF THE SECOND KIND AND ITS APPLICATIONS IN
NUMBER THEORY Page 15 11 FORWARD DIFFERENCE OPERATOR OF THE SECOND …