LAMN property for multivariate inhomogeneous diffusions with discrete observations

We consider a class of multidimensional inhomogeneous diffusions whose drift coefficient depends on unknown parameter. Under some appropriate assumptions, we prove the local asymptotic mixed normality property for parameter from high-frequency observations when length observation window tends to infinity. To obtain result, use Malliavin calculus techniques and change measures. Our approach is applicable both ergodic non-ergodic diffusions.