Approbation of a Generalization of the Synergetic Design of Regulators for a Stochastic Base Immunology System

The results of application of the invariance condition as the basic principle of the synergetic control theory to a stochastic biomedical object - immunology, are presented. Using four-dimensional nonlinear base object with a delay, it is shown that the assumptions on the object controllability in the state space and the analytical description of the target invariant of the system are the sufficient conditions for an existence of a stochastic regulator minimizing the dispersion of the output variable in transferring a random controlled object to a target manifold of states.