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Trace of heat kernel,spectral zeta function and isospectral problem for sub-laplacians
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作者 CHANG Der-Chen YEUNG Sai-Kee 《Science China Mathematics》 SCIE 2009年第12期2570-2589,共20页
In this article, we first study the trace for the heat kernel for the sub-Laplacian operator on the unit sphere in ? n+1. Then we survey some results on the spectral zeta function which is induced by the trace of the ... In this article, we first study the trace for the heat kernel for the sub-Laplacian operator on the unit sphere in ? n+1. Then we survey some results on the spectral zeta function which is induced by the trace of the heat kernel. In the second part of the paper, we discuss an isospectral problem in the CR setting. 展开更多
关键词 SUB-LAPLACIAN heat kernel CR-isospectral problem Riemannian zeta function Mellin transform pseudo-hermitian structure Primary: 53c17 Secondary: 34K10 35H20
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