Exponential growth of torsion in the cohomology of arithmetic hyperbolic manifolds
MATHEMATISCHE ZEITSCHRIFT(2020)
摘要
For d=2n+1 a positive odd integer, we consider sequences of arithmetic subgroups of SO_0(d,1) and yielding corresponding hyperbolic manifolds of finite volume and show that, under appropriate and natural assumptions, the torsion of the associated cohomology groups grows exponentially.
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