Javascript must be enabled to continue!
A Combinatorial Interpretation of the Padovan Generalized Polynomial Sequence
View through CrossRef
We investigate a combinatorial interpretation of the Padovan polynomial sequence, also addressing its polynomial extensions. We thus include the Tridovan polynomial sequence, Tetradovan polynomial sequences, leading up to the Z-dovan polynomial generalization.
National Academy of Sciences of the Republic of Armenia
Title: A Combinatorial Interpretation of the Padovan Generalized Polynomial Sequence
Description:
We investigate a combinatorial interpretation of the Padovan polynomial sequence, also addressing its polynomial extensions.
We thus include the Tridovan polynomial sequence, Tetradovan polynomial sequences, leading up to the Z-dovan polynomial generalization.
Related Results
On the Cube Polynomials of Padovan and Lucas–Padovan Cubes
On the Cube Polynomials of Padovan and Lucas–Padovan Cubes
The hypercube is one of the best models for the network topology of a distributed system. Recently, Padovan cubes and Lucas–Padovan cubes have been introduced as new interconnectio...
Domination of Polynomial with Application
Domination of Polynomial with Application
In this paper, .We .initiate the study of domination. polynomial , consider G=(V,E) be a simple, finite, and directed graph without. isolated. vertex .We present a study of the Ira...
On the Padovan Codes and the Padovan Cubes
On the Padovan Codes and the Padovan Cubes
We present a new interconnection topology called the Padovan cube. Despite their asymmetric and relatively sparse interconnections, the Padovan cubes are shown to possess attractiv...
Akar-akar Polinomial Separable sebagai Pembentuk Perluasan Normal pada Ring Modulo
Akar-akar Polinomial Separable sebagai Pembentuk Perluasan Normal pada Ring Modulo
One of the most important uses of the ring and field theory is an extension of a broader field so that a polynomial can be found to have roots. In this study researchers took modul...
The Multivariable Zhang–Zhang Polynomial of Phenylenes
The Multivariable Zhang–Zhang Polynomial of Phenylenes
The Zhang–Zhang polynomial of a benzenoid system is a well-known counting polynomial that was introduced in 1996. It was designed to enumerate Clar covers, which are spanning subgr...
On Generalized Padovan Numbers
On Generalized Padovan Numbers
In this paper, we investigate the generalized Padovan sequences and we deal with, in detail, four special cases, namely, Padovan, Perrin, Padovan-Perrin and modified Padovan sequen...
A Engenharia didática na formação inicial de professores de matemática: o estudo da generalização e complexificação da Sequência de Padovan
A Engenharia didática na formação inicial de professores de matemática: o estudo da generalização e complexificação da Sequência de Padovan
O presente trabalho retrata uma investigação referente às situações de ensino, sobre o estudo do processo de generalização e complexificação da sequência de Padovan. Com isso, a pe...
O ESTUDO DO MODELO COMBINATÓRIO DE PADOVAN POR MEIO DA ENGENHARIA DIDÁTICA
O ESTUDO DO MODELO COMBINATÓRIO DE PADOVAN POR MEIO DA ENGENHARIA DIDÁTICA
A presente pesquisa retrata os dados mais relevantes de uma investigação fundamentada na metodologia de pesquisa da Engenharia Didática em conjunto com a metodologia de ensino da T...

