The Fascinating Double Angle Formulas of the Mulatu Numbers

Mulatu Lemma; Agegnehu Atena; Tilahun Muche

doi:10.31686/ijier.vol4.iss1.504

The Fascinating Double Angle Formulas of the Mulatu Numbers

Authors

Mulatu Lemma Savannah State University, USA
Agegnehu Atena Savannah State University, USA
Tilahun Muche Savannah State University, USA

DOI:

https://doi.org/10.31686/ijier.vol4.iss1.504

Keywords:

Mulatu numbers, Mulatu sequences, Fibonacci numbers, Lucas numbers, Fibonacci sequences, Lucas sequences

Abstract

The Mulatu numbers were introduced in [1]. The numbers are sequences of numbers of the form: 4,1,
5,6,11,17,28,45... The numbers have wonderful and amazing properties and patterns.
In mathematical terms, the sequence of
the Mulatu numbers is defined by the following recurrence relation:

The double Angel Formulas for Fibonacci and Lucas numbers are given by the following formulas
respectively.

Mathematical Subject Classification: 11

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Author Biographies

Mulatu Lemma, Savannah State University, USA

Department of Mathematics, College of Science and Technology
Agegnehu Atena, Savannah State University, USA

Department of Mathematics, College of Science and Technolo
Tilahun Muche, Savannah State University, USA

Department of Mathematics, College of Science and Technology

References

Mulatu Lemma, The Mulatu Numbers, Advances and Applications in Mathematical Sciences, Volume

, issue 4, august 2011, page 431-440.

Mulatu Lemma, The Fascinating Mathematical Beauty of the Mulatu Numbers, Advances and

Applications in Mathematical Sciences, Volume 10, issue 4, November t 2011, page 431-440..

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Published

2016-01-01

Issue

Vol. 4 No. 1 (2016): International Journal for Innovation Education and Research

Section

Journal Articles

License

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How to Cite

Lemma, M., Atena, A., & Muche, T. (2016). The Fascinating Double Angle Formulas of the Mulatu Numbers. International Journal for Innovation Education and Research, 4(1), 25-29. https://doi.org/10.31686/ijier.vol4.iss1.504