Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production

Synthetic biology is the design and implementation of novel biological devices via the application of engineering principles to biological systems research. Mathematical modelling is an invaluable tool in developing our understanding of biological system dynamics and characterising small parts and c...

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Main Author: Bowyer, Jack E.
Published: University of Warwick 2018
Subjects:
620
Online Access:https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.731455
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spelling ndltd-bl.uk-oai-ethos.bl.uk-7314552019-03-05T15:28:19ZMechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic productionBowyer, Jack E.2018Synthetic biology is the design and implementation of novel biological devices via the application of engineering principles to biological systems research. Mathematical modelling is an invaluable tool in developing our understanding of biological system dynamics and characterising small parts and circuits for the assembly of higher-level systems. In this thesis, mathematical modelling approaches are applied to three biological circuits of interest. A novel mechanistic model of the DNA recombination reactions comprising a genetic switch reveals the input criteria and operational specifications required of a digital data storage module. Specific layering of the components comprising recombinase-based genetic switches can provide cellular Boolean logic operations. A novel mechanistic model of a two-input temporal logic gate is able to simulate and predict in vivo dynamical responses captured by a large experimental dataset. Experimental implementation of recombinase-based circuitry is unpredictable and can lead to lengthy development times, providing clear evidence of the advantages of utilising mathematical models in synthetic biology. Antibiotic resistance has become one of the most prominent challenges facing medicine today, placing immense importance on the characterisation of new natural products. The rst detailed mathematical model of the methylenomycin A producing gene cluster in the bacterium Streptomyces coelicolor is developed through the application of model selection to a large set of candidate system architectures. Mathematical models presented in this thesis can be adapted and expanded to suit many different experimental conditions and system responses, facilitating the design of novel synthetic biological circuitry.620QH301 BiologyUniversity of Warwickhttps://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.731455http://wrap.warwick.ac.uk/95550/Electronic Thesis or Dissertation
collection NDLTD
sources NDLTD
topic 620
QH301 Biology
spellingShingle 620
QH301 Biology
Bowyer, Jack E.
Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
description Synthetic biology is the design and implementation of novel biological devices via the application of engineering principles to biological systems research. Mathematical modelling is an invaluable tool in developing our understanding of biological system dynamics and characterising small parts and circuits for the assembly of higher-level systems. In this thesis, mathematical modelling approaches are applied to three biological circuits of interest. A novel mechanistic model of the DNA recombination reactions comprising a genetic switch reveals the input criteria and operational specifications required of a digital data storage module. Specific layering of the components comprising recombinase-based genetic switches can provide cellular Boolean logic operations. A novel mechanistic model of a two-input temporal logic gate is able to simulate and predict in vivo dynamical responses captured by a large experimental dataset. Experimental implementation of recombinase-based circuitry is unpredictable and can lead to lengthy development times, providing clear evidence of the advantages of utilising mathematical models in synthetic biology. Antibiotic resistance has become one of the most prominent challenges facing medicine today, placing immense importance on the characterisation of new natural products. The rst detailed mathematical model of the methylenomycin A producing gene cluster in the bacterium Streptomyces coelicolor is developed through the application of model selection to a large set of candidate system architectures. Mathematical models presented in this thesis can be adapted and expanded to suit many different experimental conditions and system responses, facilitating the design of novel synthetic biological circuitry.
author Bowyer, Jack E.
author_facet Bowyer, Jack E.
author_sort Bowyer, Jack E.
title Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
title_short Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
title_full Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
title_fullStr Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
title_full_unstemmed Mechanistic mathematical models for the design of synthetic biological systems : DNA recombination, recombinase-based temporal logic gates and antibiotic production
title_sort mechanistic mathematical models for the design of synthetic biological systems : dna recombination, recombinase-based temporal logic gates and antibiotic production
publisher University of Warwick
publishDate 2018
url https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.731455
work_keys_str_mv AT bowyerjacke mechanisticmathematicalmodelsforthedesignofsyntheticbiologicalsystemsdnarecombinationrecombinasebasedtemporallogicgatesandantibioticproduction
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