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- Title
一类随机微分方程的均方渐近概周期温和解.
- Authors
姚慧丽; 张悦娇
- Abstract
The application of the theory of square-mean almost periodic type functions to stochastic differential equations has attracted more and more attention by researchers. The square-mean asymptotically almost periodic solutions of stochastic differential equations have a wider range of applications than square-mean almost periodic solutions.In this paper,the existence and uniqueness of the square-mean asymptotically almost periodic mild solutions of a class of stochastic differential equations in real separable Hilbert spaces are discussed, using the Banach fixed point theorem,analytic semigroup theory of linear operators and the concept and basic properties of the square-mean asymptotically almost periodic stochastic processes.
- Subjects
STOCHASTIC differential equations; LINEAR operators; OPERATOR theory; HILBERT space; PERIODIC functions; STOCHASTIC difference equations
- Publication
Journal of Harbin University of Science & Technology, 2019, Vol 24, Issue 4, p143
- ISSN
1007-2683
- Publication type
Article
- DOI
10.15938/j.jhust.2019.04.024