Abstract Paper
Journal of
Computational Mathametica
Title | : Fibonacci Sequence Generated from Three-Dimensional q-Difference Equation |
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Author(s) | : 1 M.Prabavathi, 2 T.G.Gerly and 3 B.Mohan |
Article Information | : , 66-76 |
Affiliation(s) | : 1,2,3 PG and Research Department of Mathematics, Sacred Heart College, Tirupattur, Vellore District - 635 601, Tamil Nadu, S.India. |
Abstract :
In this research work, the authors dene three dimensional q-difference operator and present some signicant results using the inverse of the three dimensional q-difference operator. Also the summation solution and the closed form solutions of polynomials and logarithmic functions using three dimensional q-difference equation have been obtained. This work also includes generalized product formula for polynomial, reciprocal of polynomial and logarithmic functions using inverse of three dimensional q-difference operator. Consequently, relevant examples are being given to investigate the results.
Keywords | : Fibonacci numbers, higher order q-dierence operator and Summation solution. |
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Document Type | : Research Paper |
DOI | : Fibonacci Sequence Generated from Three-Dimensional q-Difference Equation |
Publication date | : July 11, 2018 |