an:01233933
Zbl 0914.60035
Rozonoer, L. I.
On deterministic approximation of Markov processes by ordinary differential equations
EN
Math. Probl. Eng. 4, No. 2, 99-114 (1998).
00048227
1998
j
60J05 92E20 80A30
Markov processes; convergence; differential equations; chemical kinetics
Summary: For a class of Markov processes on the integer multidimensional lattice, it is shown that the evolution of the mean values of some random variables can be approximated by ordinary differential equations. To illustrate the approach, a Markov model of a chemical reaction is considered.