Combinatorial Formulas Involving Fibonacci Polynomials,Fibonacci-Like Polynomials and Fibonacci-Like Sequences

Abstract

In this paper, our idea from graphical theory, according to the methods of partial fractions, a great of combinatorial identities related to Fibonacci polynomials and Fibonacci-Like polynomials will be obtained. We shows that some identities between Fibonacci polynomials ? ( )? k k o f x ? and Associated numbers ? (n, k) , Fibonacci-Like polynomials ? ( )? ,? ( )? ,? ( )? ,? ( )? ,? ( )? k k o k k o k k o k k o k k o l x P x Q x J x j x ? ? ? ? ? ? ? ? ? and Associated

Cite this paper

@inproceedings{Gupta2017CombinatorialFI, title={Combinatorial Formulas Involving Fibonacci Polynomials,Fibonacci-Like Polynomials and Fibonacci-Like Sequences}, author={Vipin Kumar Gupta and Omprakash Sikhwal and Yashwant K. Panwar}, year={2017} }