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Abstract
We consider generalized linear stochastic dynamical systems with secondorder state transition matrices. The entries of the matrix are assumed to be either independent and exponentially distributed or equal to zero. We give an overview of new results on evaluation of asymptotic growth rate of the system state vector, which is called the Lyapunov exponent of the system.
Original language  English 

Title of host publication  Proc. 6th St. Petersburg Workshop on Simulation 
Pages  875881 
Volume  Volume II 
State  Published  2009 
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6th St.Petersburg Workshop on Simulation
Николай Кимович Кривулин (Participant)
30 Jun 2009 → 5 Jul 2009Activity: Attendance types › Participating in a conference, workshop, ...

Evaluation of the Lyapunov exponent for generalized linear second order exponential systems
Николай Кимович Кривулин (Speaker)
30 Jun 2009 → 5 Jul 2009Activity: Talk types › Oral presentation