Modeling and Simulation of Genome Evolution Using Linear Boolean Functions Associated with One Dimensional Cellular Automata

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U4QVO

Modeling and Simulation of Genome Evolution Using Linear Boolean Functions Associated with One Dimensional Cellular Automata

Prashanthi Govindarajan
Prashanthi Govindarajan
Sathya Govindarajan
Sathya Govindarajan
Ethirajan Govindarajan
Ethirajan Govindarajan
DOI

Abstract

Structural and functional behavior of genomes could be studied using one dimensional binaryvalued three neighborhood cellular automata updating rules. These updating rules are linear Boolean functions, and they are applied to the adjoint sequences of adenine, (A), Thymine (T), Guanine (G) and Cytosine (C) corresponding to the characteristic sequence of a genome. This paper proposes the use of linear Boolean functions, and demonstrates the textural or fractal behavior of genome evolution in terms of nucleotide adjoints.

Modeling and Simulation of Genome Evolution Using Linear Boolean Functions Associated with One Dimensional Cellular Automata

Structural and functional behavior of genomes could be studied using one dimensional binaryvalued three neighborhood cellular automata updating rules. These updating rules are linear Boolean functions, and they are applied to the adjoint sequences of adenine, (A), Thymine (T), Guanine (G) and Cytosine (C) corresponding to the characteristic sequence of a genome. This paper proposes the use of linear Boolean functions, and demonstrates the textural or fractal behavior of genome evolution in terms of nucleotide adjoints.

Prashanthi Govindarajan
Prashanthi Govindarajan
Sathya Govindarajan
Sathya Govindarajan
Ethirajan Govindarajan
Ethirajan Govindarajan

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ethirajan_govindarajan. 2020. “. Global Journal of Computer Science and Technology – G: Interdisciplinary GJCST-G Volume 20 (GJCST Volume 20 Issue G1): .

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Crossref Journal DOI 10.17406/gjcst

Print ISSN 0975-4350

e-ISSN 0975-4172

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GJCST Volume 20 Issue G1
Pg. 37- 44
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GJCST-G Classification: J.3
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Modeling and Simulation of Genome Evolution Using Linear Boolean Functions Associated with One Dimensional Cellular Automata

Prashanthi Govindarajan
Prashanthi Govindarajan
Sathya Govindarajan
Sathya Govindarajan
Ethirajan Govindarajan
Ethirajan Govindarajan

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