The fractal properties for the non - degenerat diffusion processes 非退化擴(kuò)散過程樣本的分形性質(zhì)
The level sets and the polar sets for nondegenerate diffusion processes 非退化擴(kuò)散過程的水平集和極集
This is the third note on the nondegenerate diffusion process 這是對非退化擴(kuò)散過程所做的第三點(diǎn)注記。
This is the first note on the nondegenerate diffusion process 這是對非退化擴(kuò)散過程所做的第一點(diǎn)注記。
This is the second note on the nondegenerate diffusion process 這是對非退化擴(kuò)散過程所做的第二點(diǎn)注記。
Vertex operator algebra associated with nondegenerate solvable lie algebras 有限維非退化可解李代數(shù)的頂點(diǎn)算子代數(shù)
A class of lie algebras with a symmetric invariant non - degenerate bilinear form 一類帶有非退化對稱不變雙線性型的李代數(shù)
The application of non - degenerate linear transformation in the calculation of multi - integration 非退化線性變換在重積分計(jì)算中的應(yīng)用
Futhermore , we studied that the hausdorff dimension of its inverse image set 進(jìn)一步,研究了非退化擴(kuò)散過程的樣本軌道的逆像集的hausdorff維數(shù)。
The hausdorff and packing dimension of inverse image and level sets of n - dimension nondegenerate diffusion processes 維非退化擴(kuò)散過程樣本逆象集與水平集的分形性質(zhì)