NQL : a GAP 4 package - References
- [Bartholdi03]
-
Laurent Bartholdi.
Endomorphic presentations of branch groups.
J. Algebra, 268:419--443, 2003.
- [BartholdiGrigorchuk02]
-
Laurent Bartholdi and Rostislav I. Grigorchuk.
On parabolic subgroups and Hecke algebras of some fractal groups.
Serdica Math. J., 28(1):47--90, 2002.
- [BrunnerVieiraSidki99]
-
A. M. Brunner, Said Sidki, and Ana Cristina Vieira.
A just-nonsolvable torsion-free group defined on the binary tree.
211(1):99--114, 1999.
- [BartholdiVirag05]
-
Laurent Bartholdi and Bálint Virág.
Amenability via random walks.
Duke Math. J., 130(1):39--56, 2005.
- [FabrykowskiGupta85]
-
Jacek Fabrykowski and Narain Gupta.
On groups with sub-exponential growth functions.
J. Indian Math. Soc. (N.S.), 49(3-4):249--256 (1987), 1985.
- [Grigor80]
-
R.I. Grigorchuk.
Burnside's problem on periodic groups.
Functional Analysis and its Applications, 14:41--43, 1980.
- [GrigorchukZuk02]
-
Rostislav Grigorchuk and Andrzej Zuk.
On a torsion-free weakly branch group defined by a three state
automaton.
Internat. J. Algebra Comput., 12(1--2):223--246, 2002.
- [Lysenok85]
-
I.G. Lysenok.
A system of defining relations for a Grigorchuk group.
Mathematical Notes, 38:784--792, 1985.
- [Nickel96]
-
Werner Nickel.
Computing nilpotent quotients of finitely presented groups.
DIMACS Series in Discrete Mathematics and Theoretical Computer
Science, 25:175--191, 1996.
- [nq]
-
W. Nickel.
NQ, 2003.
A GAP4 package, see GAP4.
- [Sidki87]
-
Said Sidki.
On a 2-generated infinite 3-group: The presentation problem.
Journal of Algebra, 110:13--23, 1987.
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NQL manual
June 2007