Title of article
The Generalized (s,t)-Matrix Sequence s Binomial Transforms
Author/Authors
Yazlik ، Y. - Nevsehir Haci Bektas Veli University , Yilmaz ، N. - Selcuk University , Taskara ، N. - Selcuk University
Pages
10
From page
127
To page
136
Abstract
In this study, the binomial transform has been applied to the generalized (s, t)-matrix sequence {R sub n /sub (s, t)} sub n∈... /sub , (s, t)-Fibonacci {F sub n /sub (s, t)} sub n∈... /sub and (s, t)-Lucas {L sub n /sub (s, t)} sub n∈... /sub matrix sequence. Moreover, using recurrence relations, the generating functions have been founded for these transforms. Finally, the relation between these transforms has been illustrated by deriving new formulas.
Keywords
Generalized (s , t) , matrix sequence , (s , t) , Fibonacci matrix sequence , (s , t) , Lucas matrix sequence , binomial transform
Journal title
General Mathematics Notes
Serial Year
2014
Journal title
General Mathematics Notes
Record number
2457652
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