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This work is devoted to exponential stability in mean square of neutral stochastic partial differential systems with distributed delay. On the basis of Fubini theorem, some useful corresponding criteria are given by applying Ito differential formula to the constructed average Lyapunov function with respect to spatial variables. This technology is far different from the general method when the considered...
This paper investigates the stability of neutral stochastic partial differential systems. By applying to differential formula to an average Lyapunov function with regard to spatial variables, we present, on the basis of Fubini theorem, some useful criteria for almost sure exponential stability of neutral stochastic partial differential systems with distributed delay.
In this paper, the stabilization of a class of neutral stochastic partial differential systems with parameter uncertainties is discussed and some useful criteria are given for exponential stability in mean square by adopting the method of indirectly applying Ito differential formula to the constructed average Lyapunov function with respect to the spatial variables, namely, it is under the integral...
In this paper, a class of neutral stochastic partial differential systems with parameter uncertainties is discussed and some useful criteria are given for exponential stability in mean square by adopting the method of indirectly applying Ito differential formula to the constructed average Lyapunov function with respect to the spatial variables, namely, it is under the integral operator that Ito differential...
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