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LOGARITHMS AND SECTORIAL PROTECTIONS FOR ELLIPTIC BOUNDARY PROBLEMS

机译:椭圆边界问题的对数和保护

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摘要

On a compact manitold with boundary, consider the realizations of an elliptic, possibly pseudodif-ferenlial, boundaiy value problem having a spectral cut (aiay free of eigenvalues), say R_ In the first part of the paper we define and discuss in detail the operator log B its residue (generalizing the Wodzicki residue) is essentially proportional to the zeta function value at zero, f (B. 0), and it enters in an important way in studies of composed zeta functions t, (A. B s) - Tr(AS~v) (pursued elsewhere).
机译:在带边界的紧凑型马尼托理马座上,考虑具有频谱削减(无特征值)的椭圆形,可能为伪二乘的,有边值问题的实现,例如R_。在本文的第一部分中,我们定义并详细讨论了算子log B 的残差(泛化Wodzicki残差)与零时的zeta函数值f(B. 0)基本成正比,并且它以重要方式进入组成zeta函数t(A. B s)的研究中-Tr(AS〜v)(在其他地方购买)。

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