The Narayana Sequence in Finite Groups

Kuloğlu, Bahar; Özkan, Engin; Shannon, Anthony G.

doi:10.1080/00150517.2022.12427441

The Fibonacci Quarterly

2022

DOI: 10.1080/00150517.2022.12427441

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The Narayana Sequence in Finite Groups

Bahar Kuloğlu,

Engin Özkan,

Anthony G. Shannon

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2024

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Cited by 1 publication

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The Gaussian Sequence 3th Order Mod m

Vieira,

Teófilo De Sousa,

Alves

2024

Communications in Advanced Mathematical Sciences

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The work addresses the study of third-order recurrent sequences for mod m cases. Thus, some definitions aim to transform infinite sequences into finite ones. In this regard, the Fourier transform is used as a visualization technique, explored in Google Colab. The mathematical theorems presented are established to examine the patterns of these sequences and their corresponding cycles. As a future perspective, it is intended to investigate other mathematical theorems to generalize the sequences into finite groups.

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The Gaussian Sequence 3th Order Mod m

Vieira,

Teófilo De Sousa,

Alves

2024

Communications in Advanced Mathematical Sciences

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show abstract

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The Narayana Sequence in Finite Groups

Cited by 1 publication

References 12 publications

The Gaussian Sequence 3th Order Mod m

The Gaussian Sequence 3th Order Mod m

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