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The large scale topology and algebraic K-theory of arithmetic groups |
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| Authors: | Boris Goldfarb |
| Institution: | Department of Mathematics and Statistics, SUNY, Albany, NY 12222, USA |
| Abstract: | New compactifications of symmetric spaces of noncompact type X are constructed using the asymptotic geometry of the Borel–Serre enlargement. The controlled K-theory associated to these compactifications is used to prove the integral Novikov conjecture for arithmetic groups. |
| Keywords: | Arithmetic group K-theory Symmetric space Assembly map |
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