具有可乘白噪声的随机Zakharov格点动力系统的随机吸引子

he paper is devoted to the long term asymptoticbehavior of solutions to the stochastic Zakharov lattice equationswith multiplicative white noise. Firstly, using Ornstein-Uhlenbeck transformation, the stochastic Zakharov lattice system is turned into a random differential equation with random coefficients, testify theexistence and uniqueness of solutions, therefore the solution of the system determine a continuous random dynamical system withtempered random absorbing set, in which the random dynamical system is asymptotically compactness, then obtain random attractor and absorbing all tempered random sets.