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The ergodicity of a fast process and the averaged dynamics of system with jumps is introduced in Sect.
In [21], R Sakthivel and Y Ren investigated the complete controllability property of a nonlinear stochastic control system with jumps in a separable Hilbert space.
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The plant can be a time invariant system with unknown parameters or a time variant system with jumping parameter.
The Poisson Boltzmann equation and the drift diffusion-Poisson system with jump condrift diffusion-Poisson 3d grid with real-world boundary conditionsystem
This work deals with nonlinear observer synthesis for a particular class of Hybrid Dynamic Systems (HDS): autonomous switching systems with jumps.
These conditions are then applied to iterative learning control design for a set of linear systems with jumps that are controlled over a network.
They considered stochastic Lotka-Volterra population systems with jumps [15] for the first time, and then some important results that reveal that jump processes can bring their effect on the properties of the systems have been reported [16 18].
The resulting closed-loop system is modeled as a Markovian jump linear system with two jumping parameters, and a necessary and sufficient condition on the existence of stabilizing controllers is established.
The basic idea is to regard a SIS with preventive maintenance tests as a switched linear system with state jumps.
It is clear that the apparent two-state system with resistivity jumps is actually comprised of a much richer multistate system.
Now we extend the LQ SOC problem to a linear-quadratic nonzero-sum stochastic differential game (LQ NZSSDG) problem for a forward-backward system with random jumps.
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