摘要
考虑非自治耗散型Schrod inger方程的吸引子的维数,通过线性变分方法和广义Sobolev-L ieb-Th irring不等式,得到吸引子的Housdorff维数和分形维数的估计.
In this paper, we consider the dimensions of attractor for the non-autonomous dissipative type Schrodinger equation and we obtain the estimate of Housdorff dimensions and Fractal dimensions by using linear variation method and generalized Sobolev-Lieb-Thirring inequality.
出处
《长沙电力学院学报（自然科学版）》
2006年第4期104-106,共3页
JOurnal of Changsha University of electric Power:Natural Science
