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Journal of Undergraduate Research

Keywords

design space, oscillartory biological networks, Manifold Boundary Approximation Method, MBAM

College

Physical and Mathematical Sciences

Department

Physics and Astronomy

Abstract

Characterizing the relevant parameters of a design space in order to satisfy a specific behavior criterion is an important problem throughout all of science and engineering. In this project we proposed to apply model reduction to the case of biological oscillations involving Michaelis-Menten reactions. By removing irrelevant parameters from a fully connected network we were able to reduce a known problem in systems biology to a more general model. Furthermore, significant progress has been made in applying Manifold Boundary Approximation Method (MBAM) to oscillatory models in systems biology.

Included in

Physics Commons

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