Transient fluctuation in stochastic catalytic networks

Biology – Quantitative Biology – Molecular Networks

Scientific paper

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Scientific paper

The transient fluctuation of the population of species is investigated with a stochastic model for a catalytic network. The swinging changes in the fluctuation in the transient state from the initial growth to the final steady state is the consequence of a topology-dependent competition between the catalysis and spontaneous decay. Species in a sparse random network may be more likely to become extinct than expected from the value of the limit of the fluctuation in the steady state, and there is a risk of failing to reach by far the less fluctuating steady state.

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