John S. Lew
Mathematical Biosciences
Time-integration of the master equation governing the birth-and-death model of the Volterra-Lotka reaction is carried out for three different initial conditions, with the results: (i) Fluctuations destroy the deterministic steady state in a manner quantitatively predicted from a cumulant expansion; (ii) The sustained oscillatory behavior predicted by the deterministic model degenerated after 1/4 cycle in the stochastic model; (iii) It is possible to select initial distributions such that the asymptotic distribution is a spike at the origin of the plane of reactants. © 1976 Society for Mathematical Biology.
John S. Lew
Mathematical Biosciences
Keith Lloyd, Matteo Cella, et al.
BMC Medical Informatics and Decision Making
Leonard Dervishi, Xinyue Wang, et al.
NDSS 2023
M. Pitman, W.K. Huber, et al.
J. Comput. Aided Mol. Des.