  In this paper exponential stability of nonlinear fractional order stochastic
system with Poisson jumps is studied in finite dimensional space. Existence and
uniqueness of solution, stability and exponential stability results are
established by using boundedness properties of Mittag-Leffler matrix function,
fixed point route and local assumptions on nonlinear terms. A numerical example
is given to illustrate the efficiency of the obtained results. Finally,
conclusion is drawn.
