Biochemical Systems Theory

Biochemical systems theory is a mathematical modelling framework for biochemical systems, based on ordinary differential equations (ODE), in which biochemical processes are represented using power-law expansions in the variables of the system.

This framework, which became known as Biochemical Systems Theory, has been developed since the 1960s by Michael Savageau and others for the systems analysis of biochemical processes. According to Cornish-Bowden (2007) they "regarded this as a general theory of metabolic control, which includes both metabolic control analysis and flux-oriented theory as special cases".

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Other articles related to "theory, systems, system, biochemical systems theory, biochemical, biochemical systems":

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Biochemical Systems Theory - Representation
... j represents the nf biochemical processes affecting the dynamics of the species ... fjk (kinetic orders) are two different kinds of parameters defining the dynamics of the system ... In this way, power-law models have a higher flexibility to reproduce the non-linearity of biochemical systems ...
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