Mathematical modelling of some uniform and null-context splicing systems

Head first proposed the mathematical modeling of splicing system which involves recombination of DNA molecules in 1987. Splicing of DNA involves cutting of DNA molecules using the restriction enzymes and reassociating different fragments of DNA molecules using the ligases under some specific chemica...

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Main Author:	Lim, Shun Jinn
Format:	Thesis
Language:	English
Published:	2011
Subjects:	QA Mathematics
Online Access:	http://eprints.utm.my/id/eprint/47953/25/LimShunJinnMFS2011.pdf
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id	my-utm-ep.47953
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spelling	my-utm-ep.479532018-05-30T03:39:28Z Mathematical modelling of some uniform and null-context splicing systems 2011-05 Lim, Shun Jinn QA Mathematics Head first proposed the mathematical modeling of splicing system which involves recombination of DNA molecules in 1987. Splicing of DNA involves cutting of DNA molecules using the restriction enzymes and reassociating different fragments of DNA molecules using the ligases under some specific chemical conditions. A splicing language, L is generated if there exists a splicing system S for which L = L(S). Some splicing languages namely persistent splicing language and strictly locally testable language are equivalent to uniform splicing language. Since uniform splicing system is also a null-context splicing system, hence, uniform and null-context splicing systems are discussed in this research. Besides, some molecular examples on uniform and null-context splicing systems with different initial strings and combination of restriction enzymes are presented. Applications of automata theory on these molecular examples of uniform and null-context languages are also presented in this research. 2011-05 Thesis http://eprints.utm.my/id/eprint/47953/ http://eprints.utm.my/id/eprint/47953/25/LimShunJinnMFS2011.pdf application/pdf en public masters Universiti Teknologi Malaysia, Faculty of Science Faculty of Science
institution	Universiti Teknologi Malaysia
collection	UTM Institutional Repository
language	English
topic	QA Mathematics
spellingShingle	QA Mathematics Lim, Shun Jinn Mathematical modelling of some uniform and null-context splicing systems
description	Head first proposed the mathematical modeling of splicing system which involves recombination of DNA molecules in 1987. Splicing of DNA involves cutting of DNA molecules using the restriction enzymes and reassociating different fragments of DNA molecules using the ligases under some specific chemical conditions. A splicing language, L is generated if there exists a splicing system S for which L = L(S). Some splicing languages namely persistent splicing language and strictly locally testable language are equivalent to uniform splicing language. Since uniform splicing system is also a null-context splicing system, hence, uniform and null-context splicing systems are discussed in this research. Besides, some molecular examples on uniform and null-context splicing systems with different initial strings and combination of restriction enzymes are presented. Applications of automata theory on these molecular examples of uniform and null-context languages are also presented in this research.
format	Thesis
qualification_level	Master's degree
author	Lim, Shun Jinn
author_facet	Lim, Shun Jinn
author_sort	Lim, Shun Jinn
title	Mathematical modelling of some uniform and null-context splicing systems
title_short	Mathematical modelling of some uniform and null-context splicing systems
title_full	Mathematical modelling of some uniform and null-context splicing systems
title_fullStr	Mathematical modelling of some uniform and null-context splicing systems
title_full_unstemmed	Mathematical modelling of some uniform and null-context splicing systems
title_sort	mathematical modelling of some uniform and null-context splicing systems
granting_institution	Universiti Teknologi Malaysia, Faculty of Science
granting_department	Faculty of Science
publishDate	2011
url	http://eprints.utm.my/id/eprint/47953/25/LimShunJinnMFS2011.pdf
_version_	1747817271863017472

Mathematical modelling of some uniform and null-context splicing systems

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