论文标题
残留的扭转和laplacian riemannian歧管
Residue-Torsion and the Laplacian on Riemannian Manifolds
论文作者
论文摘要
Ray-Singer分析扭转是De Rham复合物上一定总和的对数算子的Zeta功能轨迹。在本说明中，我们检查了使用残基跟踪定义的残基分析扭转，而不是光谱zeta函数准跟踪。
The Ray-Singer analytic torsion is the zeta-function trace of a certain sum of logarithm operators on the de Rham complex. In this note we examine the residue analytic torsion, defined using the residue-trace instead of the spectral zeta function quasi-trace.
