Polynomials Related to Generalized Fibonacci Sequence | Zendy

Manjeet Singh Teeth | Zendy; Sanjay Harne | Zendy

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Polynomials Related to Generalized Fibonacci Sequence

Author(s) -

Manjeet Singh Teeth,

Sanjay Harne

Publication year - 2022

Publication title -

journal of ultra scientist of physical sciences section b

Language(s) - English

Resource type - Journals

eISSN - 2319-8052

pISSN - 2231-3478

DOI - 10.22147/jusps-b/340202

Subject(s) - fibonacci number , sequence (biology) , recurrence relation , fibonacci polynomials , mathematics , combinatorics , relation (database) , lucas sequence , matrix (chemical analysis) , generating function , pisano period , discrete mathematics , computer science , orthogonal polynomials , difference polynomials , chemistry , genetics , biology , database , chromatography

In this paper we extend the Fibonacci recurrence relation to define the sequence {Cn } and derive some properties of this sequence. We also define the four comparison sequence {Pn }, {Qn }, {Rn }, {Sn }. We also obtain some identities with the help of generating matrix.

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