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1 |
A R Ahlin,
The
large scale geometry of products of trees, Geom.
Dedicata 92 (2002) 179 MR1934017 |
2 |
J Aramayona,
C J Leininger, Finite rigid sets
in curve complexes, J. Topol. Anal. 5 (2013) 183 |
3 |
J Aramayona, J
Souto, A remark on
homomorphisms from right-angled Artin groups to mapping class
groups, C. R. Math. Acad. Sci. Paris 351 (2013)
713 |
4 |
J A Behrstock,
T Januszkiewicz, W D Neumann, Quasi-isometric
classification of some high dimensional right-angled Artin
groups, Groups Geom. Dyn. 4 (2010) 681 MR2727658 |
5 |
J A Behrstock,
W D Neumann, Quasi-isometric
classification of graph manifold groups, Duke Math. J.
141 (2008) 217 MR2376814 |
6 |
I Belegradek,
On
co-Hopfian nilpotent groups, Bull. London Math. Soc. 35
(2003) 805 MR2000027 |
7 |
M Bestvina, B
Kleiner, M Sageev, The asymptotic
geometry of right-angled Artin groups, I, Geom. Topol.
12 (2008) 1653 MR2421136 |
8 |
M Casals-Ruiz,
Embeddability and
universal theory of partially commutative groups, Int.
Math. Res. Not. 2015 (2015) 13575 |
9 |
M Casals-Ruiz, A
Duncan, I Kazachkov, Lyndon’s completion for
partially commutative groups, preprint |
10 |
M Casals-Ruiz, A
Duncan, I Kazachkov, Embedddings
between partially commutative groups: two
counterexamples, J. Algebra 390 (2013) 87 |
11 |
M Clay, When does a
right-angled Artin group split over ℤ ?, preprint (2014)
arXiv:1403.1842 |
12 |
C Droms, Graph groups,
coherence, and three-manifolds, J. Algebra 106 (1987)
484 MR880971 |
13 |
C Droms, Subgroups of
graph groups, J. Algebra 110 (1987) 519 MR910401 |
14 |
M Gromov, Groups of
polynomial growth and expanding maps, Inst. Hautes
Études Sci. Publ. Math. (1981) 53 MR623534 |
15 |
J Huang,
Quasi-isometry rigidity of right-angled Artin groups, I: The
finite out case, preprint (2014) arXiv:1410.8512 |
16 |
M Kapovich, B
Kleiner, B Leeb, Quasi-isometries
and the de Rham decomposition, Topology 37 (1998) 1193
MR1632904 |
17 |
S h Kim, T
Koberda, Embedability between
right-angled Artin groups, Geom. Topol. 17 (2013) 493
MR3039768 |
18 |
S H Kim, T
Koberda, The geometry of
the curve graph of a right-angled Artin group,
Internat. J. Algebra Comput. 24 (2014) 121 |
19 |
T Koberda, Right-angled
Artin groups and a generalized isomorphism problem for finitely
generated subgroups of mapping class groups, Geom.
Funct. Anal. 22 (2012) 1541 |
20 |
L Mosher, M
Sageev, K Whyte, Quasi-actions
on trees, I : Bounded
valence, Ann. of Math. 158 (2003) 115 MR1998479 |
21 |
A G Myasnikov,
V N Remeslennikov, Exponential
groups, II : Extensions
of centralizers and tensor completion of CSA-groups,
Internat. J. Algebra Comput. 6 (1996) 687 MR1421886 |
22 |
P Papasoglu,
Quasi-isometry
invariance of group splittings, Ann. of Math. 161
(2005) 759 MR2153400 |
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