Add to ORKGThe Fibonacci and Lucas sequences are well-known examples of second order recurrence sequences, which belong to particular class of recursive sequences. In this article, Fibonacci-Like sequence is introduced and defined by 1 2 0 12 for 2 with 2, 1.n n nH H H n H H The Binet’s formula and generating function of Fibonacci-Like sequence are presented with some identities and connection formulae
Let {ai, j} be real numbers for 0 ≤ i ≤ r - 1 and 1 ≤ j ≤ 2, and define a sequence {vn} with initial...
The purposes of this paper are; (a) to develop a relationship between subscripts of the symbols of F...
As usual, the Lucas sequence {Ln} and the Fibonacci sequence {Fn} (11. 0,1,2,...,) are defined by th...
Fibonacci sequence is a well known example of second order linear recurrence relatio. Besides Fibona...
Abstract The Fibonacci sequence, Lucas numbers and their generalization have many interesting proper...
Copyright © 2014 Mamta Singh et al. This is an open access article distributed under the Creative Co...
Abstract In this study, we present certain properties of Generalized Fibonacci sequence. Generalized...
For the real world problems, we use some knowledge for explain or solving them. For example, some ma...
An integer sequence (xn)n≥0 is said to be Fibonacci-like if it satisfies the binary recurrence relat...
Abstract: The coupled Fibonacci Sequences are first Introduced by K.T.Atanassov in 1985.Sequences ha...
The aim of this paper is to research the structural properties of the Fibonacci polynomials and Fibo...
The Fibonacci sequence and Fibonacci polynomials are famous for possessing wonderful and amazing pro...
In this paper we are going to present three formulas to express Fibonacci-like sequences with the Fi...
A second order recurrence relation Fn is called Fibonacci sequence if it satisfies that F0=0, F1=1, ...
WOS: 000329081500003In this study, we define a generalization of Lucas sequence {p(n)}. Then we obta...
Let {ai, j} be real numbers for 0 ≤ i ≤ r - 1 and 1 ≤ j ≤ 2, and define a sequence {vn} with initial...
The purposes of this paper are; (a) to develop a relationship between subscripts of the symbols of F...
As usual, the Lucas sequence {Ln} and the Fibonacci sequence {Fn} (11. 0,1,2,...,) are defined by th...
Fibonacci sequence is a well known example of second order linear recurrence relatio. Besides Fibona...
Abstract The Fibonacci sequence, Lucas numbers and their generalization have many interesting proper...
Copyright © 2014 Mamta Singh et al. This is an open access article distributed under the Creative Co...
Abstract In this study, we present certain properties of Generalized Fibonacci sequence. Generalized...
For the real world problems, we use some knowledge for explain or solving them. For example, some ma...
An integer sequence (xn)n≥0 is said to be Fibonacci-like if it satisfies the binary recurrence relat...
Abstract: The coupled Fibonacci Sequences are first Introduced by K.T.Atanassov in 1985.Sequences ha...
The aim of this paper is to research the structural properties of the Fibonacci polynomials and Fibo...
The Fibonacci sequence and Fibonacci polynomials are famous for possessing wonderful and amazing pro...
In this paper we are going to present three formulas to express Fibonacci-like sequences with the Fi...
A second order recurrence relation Fn is called Fibonacci sequence if it satisfies that F0=0, F1=1, ...
WOS: 000329081500003In this study, we define a generalization of Lucas sequence {p(n)}. Then we obta...
Let {ai, j} be real numbers for 0 ≤ i ≤ r - 1 and 1 ≤ j ≤ 2, and define a sequence {vn} with initial...
The purposes of this paper are; (a) to develop a relationship between subscripts of the symbols of F...
As usual, the Lucas sequence {Ln} and the Fibonacci sequence {Fn} (11. 0,1,2,...,) are defined by th...