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MATRIX MODELLING OF GENERALIZED FIBONACCI LIKE POLYNOMIALS

机译:广义斐波那契多项式的矩阵建模

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摘要

The Fibonacci Polynomials are of great importance in the study of many subjects such as Algebra, Geometry, Combinatorics and number theory itself. The Generalized Fibonacci-Like Polynomials are introduced in [5]. In this paper we have described the Matrix Modelling of Generalized Fibonacci-Like Polynomials and Classical Fibonacci Polynomials like Pell Polynomials, Pell-Lucas Polynomial, M_n~p - Polynomial and Special class of Pell-Lucas Like Polynomial.
机译:斐波那契多项式在研究诸如代数,几何,组合学和数论本身之类的许多学科中具有重要意义。广义斐波那契式多项式在[5]中介绍。在本文中,我们描述了广义斐波那契多项式和古典斐波那契多项式(例如Pell多项式,Pell-Lucas多项式,M_n〜p-多项式和Pell-Lucas象多项式的特殊类)的矩阵建模。

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