Publication Date:
2015
abstract:
This note deals with a basic (though rather general)
enzymatic reaction scheme, and investigates the role of a
negative feedback with respect to the noise reduction. To this
end, three distinct cases are considered: one with the enzyme
produced without feedback regulation, another with the enzyme
regulated in feedback by the product of the enzymatic reaction,
and a third one where the enzyme is self-regulated. Metabolic
noise is evaluated in terms of the coefficient of variation of
the product of the enzymatic reaction, aiming at measuring
its fluctuations around the average steady-state value. Due
to the high dimensionality and to the double time-scale of
the considered reaction network, which makes unfeasible the
classical theoretical/statistical computations of the equilibrium
distribution, the system is investigated by means of the Linear
Noise Approximation (LNA) approach and numerical results
are reported. Furthermore, the assumption of Quasi-Steady-
State Approximation (QSSA) is employed to obtain approximate
analytical expressions of the noise. The results show
the unmistakable role of the negative feedback, which always
manages to reduce the metabolic noise with respect to the
unregulated case.
Iris type:
04.01 Contributo in Atti di convegno
Keywords:
Enzymatic reactions; Chemical Master Equation
List of contributors: