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On the residual nilpotence of pure Artin groups
Published/Copyright:
August 17, 2006
Abstract
We show that the residual nilpotence of pure Artin groups of spherical type is easily deduced from the faithfulness of the Krammer–Digne representations.
Received: 2005-03-13
Revised: 2005-04-05
Published Online: 2006-08-17
Published in Print: 2006-07-01
© Walter de Gruyter
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Articles in the same Issue
- Locally compact groups built up from p-adic Lie groups, for p in a given set of primes
- Embedding properties of metabelian pro-p groups
- Sylow theory for p = 0 in solvable groups of finite Morley rank
- On the residual nilpotence of pure Artin groups
- Infinite-ended groups with planar Cayley graphs
- A strong form of residual finiteness for groups
- Groups without proper abnormal subgroups
- On power endomorphisms of n-central groups
- On the orders of automorphism groups of finite groups. II
- Cyclic, separable and semisimple transformations in the special unitary groups over a finite field