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- W2078457410 abstract "The model known in chemistry as the Brussellator is here recast so as to obey the principle of microscopic reversibility within a theory of irreversible phenomena called Statistical Dynamics. Our version takes place at a nonzero temperature. The usual version of the Brussellator can be recovered in the limit of low densities, and zero temperature. In this case, a range of parameters for which periodic solutions exist is identified; within this range but at nonzero temperature, our model exhibits oscillations before eventually converging to a fixed point, which depends on the initial conditions." @default.
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- W2078457410 title "The statistical dynamics of the Brussellator" @default.
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