论文标题
Gevrey和Quasiantialtrytic Riemannian歧管的节点集的上限
Upper bounds on the size of nodal sets for Gevrey and quasianalytic Riemannian manifolds
论文作者
论文摘要
我们发现，当riemannian歧管具有Gevrey或Quasianalytic的规律性时，新的多项式上限是征本征函数的大小的新多项式上限。
We find new polynomial upper bounds for the size of nodal sets of eigenfunctions when the Riemannian manifold has a Gevrey or quasianalytic regularity.
