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1
P Abramenko ,
K S Brown , Buildings: theory
and applications , 248, Springer (2008) MR2439729
2
I Agol , The virtual Haken
conjecture , Doc. Math. 18 (2013) 1045 MR3104553
3
A Arhangel’skii , M
Tkachenko , Topological groups
and related structures , 1, Atlantis (2008) MR2433295
4
T Austin , Behaviour of
entropy under bounded and integrable orbit equivalence ,
Geom. Funct. Anal. 26 (2016) 1483 MR3579704
5
T Austin , Integrable measure
equivalence for groups of polynomial growth , Groups
Geom. Dyn. 10 (2016) 117 MR3460333
6
U Bader , A
Furman , R Sauer , Integrable measure
equivalence and rigidity of hyperbolic lattices ,
Invent. Math. 194 (2013) 313 MR3117525
7
U Bader , P E
Caprace , T Gelander , S Mozes , Lattices in amenable
groups , Fund. Math. 246 (2019) 217 MR3959251
8
U Bader , A
Furman , R Sauer , Lattice
envelopes , Duke Math. J. 169 (2020) 213 MR4057144
9
J Behrstock , R
Charney , Divergence and
quasimorphisms of right-angled Artin groups , Math. Ann.
352 (2012) 339 MR2874959
10
J A Behrstock ,
W D Neumann , Quasi-isometric
classification of graph manifold groups , Duke Math. J.
141 (2008) 217 MR2376814
11
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
12
J Behrstock , B
Kleiner , Y Minsky , L Mosher , Geometry and rigidity
of mapping class groups , Geom. Topol. 16 (2012) 781
MR2928983
13
R M Belinskaja ,
Partitionings of a Lebesgue space into trajectories which
may be defined by ergodic automorphisms , Funkcional. Anal.
i Priložen. 2 (1968) 4 MR245756
14
M Bestvina , B
Kleiner , M Sageev , The asymptotic
geometry of right-angled Artin groups, I , Geom. Topol.
12 (2008) 1653 MR2421136
15
L Bowen ,
L 1 -measure equivalence and group
growth , (2016) MR3460333
16
M R Bridson , A
Haefliger , Metric spaces of
non-positive curvature , 319, Springer (1999) MR1744486
17
J Brodzki , S J
Campbell , E Guentner , G A Niblo ,
N J Wright , Property A and
CAT (0)
cube complexes , J. Funct. Anal. 256 (2009) 1408
MR2490224
18
K S Brown ,
Presentations
for groups acting on simply-connected complexes , J.
Pure Appl. Algebra 32 (1984) 1 MR739633
19
M Burger , S
Mozes , Groups
acting on trees: from local to global structure , Inst.
Hautes Études Sci. Publ. Math. (2000) 113 MR1839488
20
M Burger , S
Mozes , Lattices
in product of trees , Inst. Hautes Études Sci. Publ.
Math. (2000) 151 MR1839489
21
P E Caprace , T
De Medts , Lattice envelopes of right-angled Artin
groups , (2024) arXiv:2401.15943
22
P E Caprace , D
Hume , Orthogonal forms of
Kac–Moody groups are acylindrically hyperbolic , Ann.
Inst. Fourier ( Grenoble) 65 (2015) 2613 MR3449592
23
P E Caprace , A
Lytchak , At infinity of
finite-dimensional CAT(0) spaces , Math. Ann. 346 (2010)
1 MR2558883
24
P E Caprace , M
Sageev , Rank rigidity for
CAT(0) cube complexes , Geom. Funct. Anal. 21 (2011) 851
MR2827012
25
R Charney , An introduction to
right-angled Artin groups , Geom. Dedicata 125 (2007)
141 MR2322545
26
R Charney , M W
Davis , Finite K ( π, 1) s for Artin groups , from: "Prospects in
topology" (editor F Quinn), Ann. of Math. Stud. 138, Princeton
Univ. Press (1995) 110 MR1368655
27
R Charney , M
Farber , Random groups arising
as graph products , Algebr. Geom. Topol. 12 (2012) 979
MR2928902
28
R Charney , J
Crisp , K Vogtmann , Automorphisms of
2 -dimensional right-angled Artin
groups , Geom. Topol. 11 (2007) 2227 MR2372847
29
Y Cornulier ,
Commability and
focal locally compact groups , Indiana Univ. Math. J. 64
(2015) 115 MR3320521
30
Y d Cornulier ,
On the quasi-isometric classification of locally compact
groups , from: "New directions in locally compact groups"
(editors P E Caprace, N Monod), London Math. Soc. Lecture
Note Ser. 447, Cambridge Univ. Press (2018) 275 MR3793294
31
M W Davis ,
Buildings are
CAT (0) , from: "Geometry and cohomology in
group theory" (editors P H Kropholler, G A Niblo, R
Stöhr), London Math. Soc. Lecture Note Ser. 252, Cambridge
Univ. Press (1998) 108 MR1709955
32
M B Day ,
Finiteness of outer
automorphism groups of random right-angled Artin
groups , Algebr. Geom. Topol. 12 (2012) 1553 MR2966695
33
T Delabie , J
Koivisto , F Le Maître , R Tessera , Quantitative measure
equivalence between amenable groups , Ann. H. Lebesgue 5
(2022) 1417 MR4526258
34
H A Dye ,
On groups of
measure preserving transformations, I , Amer. J. Math.
81 (1959) 119 MR131516
35
H A Dye ,
On groups of
measure preserving transformations, II , Amer. J. Math.
85 (1963) 551 MR158048
36
R Engelking ,
General topology , 6, Heldermann (1989) MR1039321
37
A Escalier , C
Horbez , Graph products and measure equivalence:
classification, rigidity, and quantitative aspects , (2024)
arXiv:2401.04635
38
A Eskin , Quasi-isometric
rigidity of nonuniform lattices in higher rank symmetric
spaces , J. Amer. Math. Soc. 11 (1998) 321 MR1475886
39
A Eskin , B
Farb , Quasi-flats and
rigidity in higher rank symmetric spaces , J. Amer.
Math. Soc. 10 (1997) 653 MR1434399
40
B Farb , C
Hruska , A Thomas , Problems
on automorphism groups of nonpositively curved polyhedral
complexes and their lattices , from: "Geometry,
rigidity, and group actions" (editors B Farb, D Fisher), Univ.
Chicago Press (2011) 515 MR2807842
41
T Fernós , The Furstenberg–Poisson
boundary and CAT (0) cube complexes , Ergodic Theory
Dynam. Systems 38 (2018) 2180 MR3833346
42
T Fernós , J
Lécureux , F Mathéus , Random walks and boundaries
of CAT (0) cubical complexes , Comment. Math.
Helv. 93 (2018) 291 MR3811753
43
A Furman , Gromov’s measure equivalence
and rigidity of higher rank lattices , Ann. of Math.
(2) 150 (1999) 1059 MR1740986
44
A Furman , Orbit equivalence
rigidity , Ann. of Math. (2)
150 (1999) 1083 MR1740985
45
A Furman , Mostow–Margulis rigidity
with locally compact targets , Geom. Funct. Anal. 11
(2001) 30 MR1829641
46
H Furstenberg ,
A Poisson formula
for semi-simple Lie groups , Ann. of Math. (2) 77 (1963) 335 MR146298
47
D Gaboriau ,
Invariants
l 2 de relations d’équivalence et de
groupes , Publ. Math. Inst. Hautes Études Sci. (2002) 93
MR1953191
48
E Godelle , Parabolic subgroups
of Artin groups of type FC , Pacific J. Math. 208 (2003)
243 MR1971664
49
E R Green ,
Graph products
of groups , PhD thesis, University of Leeds (1990)
50
M Gromov ,
Asymptotic invariants of infinite groups , from:
"Geometric group theory, II" (editors G A Niblo, M A
Roller), London Math. Soc. Lecture Note Ser. 182, Cambridge
Univ. Press (1993) 1 MR1253544
51
V Guirardel , C
Horbez , Measure equivalence rigidity of Out ( F N ) ,
(2021) arXiv:2103.03696
52
F Haglund , D T
Wise , Special cube
complexes , Geom. Funct. Anal. 17 (2008) 1551 MR2377497
53
F Haglund , D T
Wise , A combination
theorem for special cube complexes , Ann. of Math.
(2) 176 (2012) 1427 MR2979855
54
U Hamenstaedt ,
Geometry of the mapping class groups, III: Quasi-isometric
rigidity , (2005) arXiv:math/0512429
55
C Horbez , J
Huang , Boundary amenability and measure equivalence
rigidity among two-dimensional Artin groups of hyperbolic
type , (2020) arXiv:2004.09325
56
C Horbez , J
Huang , Measure
equivalence classification of transvection-free right-angled
Artin groups , J. Éc. polytech. Math. 9 (2022) 1021
MR4443237
57
C Horbez , J
Huang , Measure equivalence rigidity among the Higman
groups , (2022) arXiv:2206.00884
58
C Horbez , J
Huang , A Ioana , Orbit equivalence
rigidity of irreducible actions of right-angled Artin
groups , Compos. Math. 159 (2023) 860 MR4571575
59
J Huang ,
Quasi-isometry classification of right-angled Artin groups,
II: Several infinite out cases , (2016) arXiv:1603.02372
60
J Huang , Quasi-isometric
classification of right-angled Artin groups, I : The finite out
case , Geom. Topol. 21 (2017) 3467 MR3692971
61
J Huang , Commensurability of
groups quasi-isometric to RAAGs , Invent. Math. 213
(2018) 1179 MR3842063
62
J Huang , B
Kleiner , Groups
quasi-isometric to right-angled Artin groups , Duke
Math. J. 167 (2018) 537 MR3761106
63
J Huang , M Mj ,
Indiscrete common commensurators , (2023) arXiv:2310.04876
64
S Hughes , Graphs
and complexes of lattices , (2021) arXiv:2104.13728
65
N V Ivanov ,
Automorphism of
complexes of curves and of Teichmüller spaces ,
Internat. Math. Res. Notices (1997) 651 MR1460387
66
J Justin , Groupes
et semi-groupes à croissance linéaire , C. R. Acad. Sci.
Paris Sér. A-B 273 (1971) MR289689
67
A Kar , M
Sageev , Ping
pong on CAT (0) cube complexes , Comment. Math.
Helv. 91 (2016) 543 MR3541720
68
A S Kechris ,
Classical
descriptive set theory , 156, Springer (1995) MR1321597
69
D Kerr , H Li ,
Entropy, Shannon
orbit equivalence, and sparse connectivity , Math. Ann.
380 (2021) 1497 MR4297192
70
D Kerr , H Li ,
Entropy,
virtual Abelianness and Shannon orbit equivalence ,
Ergodic Theory Dynam. Systems 44 (2024) 3481 MR4818933
71
Y Kida , Introduction to measurable
rigidity of mapping class groups , from: "Handbook of
Teichmüller theory, II" (editor A Papadopoulos), IRMA Lect.
Math. Theor. Phys. 13, Eur. Math. Soc. (2009) 297 MR2497783
72
Y Kida , Measure
equivalence rigidity of the mapping class group , Ann.
of Math. (2) 171 (2010) 1851
MR2680399
73
Y Kida , Rigidity of amalgamated
free products in measure equivalence , J. Topol. 4
(2011) 687 MR2832574
74
S h Kim , T
Koberda , Embedability between
right-angled Artin groups , Geom. Topol. 17 (2013) 493
MR3039768
75
B Kleiner , B
Leeb , Rigidity
of quasi-isometries for symmetric spaces and Euclidean
buildings , Inst. Hautes Études Sci. Publ. Math. (1997)
115 MR1608566
76
M R Laurence ,
A generating
set for the automorphism group of a graph group , J.
London Math. Soc. (2) 52 (1995) 318
MR1356145
77
N Lazarovich , I
Levcovitz , A Margolis , Counting lattices in products
of trees , Comment. Math. Helv. 98 (2023) 597 MR4668544
78
A Margolis ,
Quasi-isometry
classification of right-angled Artin groups that split over
cyclic subgroups , Groups Geom. Dyn. 14 (2020) 1351
MR4186478
79
G A Margulis ,
Discrete
subgroups of semisimple Lie groups , 17, Springer (1991)
MR1090825
80
N Monod , Y
Shalom , Orbit equivalence
rigidity and bounded cohomology , Ann. of Math.
(2) 164 (2006) 825 MR2259246
81
D S Ornstein ,
B Weiss , Ergodic
theory of amenable group actions, I : The Rohlin lemma ,
Bull. Amer. Math. Soc. ( N.S.) 2 (1980) 161
MR551753
82
N Radu , New simple lattices
in products of trees and their projections , Canad. J.
Math. 72 (2020) 1624 MR4176704
83
M S Raghunathan ,
Discrete subgroups of Lie groups , 68, Springer (1972)
MR507234
84
M A Roller ,
Poc sets, median algebras and group actions : an extended
study of Dunwoody’s construction and Sageev’s theorem ,
Habilitationsschrift, Universität Regensburg (1998) arXiv:1607.07747
85
M Sageev , CAT (0) cube
complexes and groups , from: "Geometric group theory"
(editors M Bestvina, M Sageev, K Vogtmann), IAS/Park City Math.
Ser. 21, Amer. Math. Soc. (2014) 7 MR3329724
86
M Salvetti ,
Topology of the
complement of real hyperplanes in C N , Invent. Math. 88 (1987) 603
MR884802
87
H Servatius ,
Automorphisms of
graph groups , J. Algebra 126 (1989) 34 MR1023285
88
Y Shalom , Rigidity of
commensurators and irreducible lattices , Invent. Math.
141 (2000) 1 MR1767270
89
Y Shalom , Harmonic analysis,
cohomology, and the large-scale geometry of amenable
groups , Acta Math. 192 (2004) 119 MR2096453
90
S Shepherd ,
Commensurability
of lattices in right-angled buildings , Adv. Math. 441
(2024) 109522 MR4708144
91
C T C Wall ,
Poincaré
complexes, I , Ann. of Math. (2) 86 (1967) 213 MR217791
92
R J Zimmer ,
Strong rigidity
for ergodic actions of semisimple Lie groups , Ann. of
Math. (2) 112 (1980) 511 MR595205
93
R J Zimmer ,
Ergodic
theory and semisimple groups , 81, Birkhäuser (1984)
MR776417