Schrdinger算子在Morrey空间上的有界性

Boundedness for Schrdinger Operators on Morrey Spaces

利用Schrdinger算子核的估计得到了Ttf(x)=e-tLf(x),t>0在Morrey空间上的有界性.其中L=-△+V,位势V(x)满足反向Hlder不等式,▽是拉普拉斯算子.

Through estimating by means of the kernel,boundedness is obtained on Morrey Space for Schrdinger operators which is defined by Ttf（x）=e^-tLf（x）,t0 Where L=-△＋V,the potential V（x） satisfies the reverse Holder iequality,and ▽ is the Laplace operator.