Universiti Teknologi Malaysia Institutional Repository

Parameter estimation using improved differential evolution and bacterial foraging algorithms to model tyrosine production in mus Musculus(mouse)

Yeoh, Jia Xing and Chong, Chuii Khim and Mohamad, Mohd. Saberi and Choon, Yee Wen and Chai, Lian En and Deris, Safaai and Ibrahim, Zuwairie (2015) Parameter estimation using improved differential evolution and bacterial foraging algorithms to model tyrosine production in mus Musculus(mouse). Jurnal Teknologi, 72 (1). pp. 49-56. ISSN 0127-9696

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Official URL: http://dx.doi.org/10.11113/jt.v72.1778

Abstract

The hybrid of Differential Evolution algorithm with Kalman Filtering and Bacterial Foraging algorithm is a novel global optimisation method implemented to obtain the best kinetic parameter value. The proposed algorithm is then used to model tyrosine production in Musmusculus (mouse) by using a dataset, the JAK/STAT(Janus Kinase Signal Transducer and Activator of Transcription) signal transduction pathway. Global optimisation is a method to identify the optimal kinetic parameter in ordinary differential equation. From the ordinary parameter of biomathematical field, there are many unknown parameters, and commonly, the parameter is in nonlinear form. Global optimisation method includes differential evolution algorithm, which will be used in this research. Kalman Filter and Bacterial Foraging algorithm helps in handling noise data and convergences faster respectively in the conventional Differential Evolution. The results from this experiment show estimated optimal kinetic parameters values, shorter computation time, and better accuracy of simulated results compared with other estimation algorithms.

Item Type:Article
Uncontrolled Keywords:Kalman filtering algorithm, metabolic engineering, modelling, parameter estimation
Subjects:Q Science > QA Mathematics > QA75 Electronic computers. Computer science
Divisions:Computing
ID Code:58751
Deposited By: Haliza Zainal
Deposited On:04 Dec 2016 04:08
Last Modified:15 Dec 2021 01:11

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