Bounds on the state vector growth rate in stochastic dynamical systems
  A stochastic dynamical system represented through a linear vector equation in idempotent algebra is considered. We propose simple bounds on the mean growth rate of the system state vector, and give an analysis of absolute error of a bound. As an illustration, numerical results of evaluation of the bounds for a test system are also presented. 
Nikolai K. Krivulin
math.OC cs.SY