报告人：吴瑞军

时 间：2026年5月29 15:00

地 点：腾讯会议：311-196-069

报告摘要：We consider the weighted eigenvalues and eigenspinor for the spin Dirac operator. In suitable Sobolev spaces, we show that the eigenvalues are completely continuous, so are the spectral projectors. Furthermore, if the weights are differentiable with respect to some parameter, we can show that the eigenvalues are Lipschitz continuous; indeed the spectral function can be shown to be globally Lipschitz continuous. This is based on joint works with Zixuan Qiu.