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L-2-Betti numbers of totally disconnected groups and their approximation by Betti numbers of lattices

机译:L-2-Betti数量的完全断开的群体及其近似的贝蒂数量的格子

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摘要

The main result is a general approximation theorem for normalised Betti numbers for Farber sequences of lattices in totally disconnected groups. Further, we contribute to the general theory of L2-Betti numbers of totally disconnected groups and provide exact computations of the L2-Betti numbers of the Neretin group and Chevalley groups over the field of Laurent series over a finite field and their lattices.
机译:主要结果是完全不连通群中格的Farber序列正规化Betti数的一般逼近定理。此外,我们对完全不连通群的L2 Betti数的一般理论做出了贡献,并给出了有限域上Laurent级数域上Neretin群和Chevalley群的L2 Betti数及其格的精确计算。

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