摘要
In this article, we consider the eigenvalue problem for the bi-Kohn Laplacian and obtain universal bounds on the (k + 1)-th eigenvalue in terms of the first k eigenvalues independent of the domains.
In this article, we consider the eigenvalue problem for the bi-Kohn Laplacian and obtain universal bounds on the (k + 1)-th eigenvalue in terms of the first k eigenvalues independent of the domains.
基金
supported by NSFC (10471108,10631020)