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Volume 26
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Volume 24
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Volume 18
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Volume 3
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Volume 1, 2 issues
Volume 1
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| 1 |
M Bestvina,
Homological
stability of Aut(Fn)
revisited, from: "Hyperbolic geometry and geometric
group theory", Adv. Stud. Pure Math. 73, Math. Soc. Japan
(2017) 1 MR3728490 |
| 2 |
M Bucher, M
Burger, A Iozzi, The bounded Borel
class and 3-manifold
groups, Duke Math. J. 167 (2018) 3129 MR3874650 |
| 3 |
T Bühler, On the
algebraic foundations of bounded cohomology, 1006,
Amer. Math. Soc. (2011) MR2867320 |
| 4 |
M Burger, N
Monod, Bounded cohomology of
lattices in higher rank Lie groups, J. Eur. Math. Soc.
1 (1999) 199 MR1694584 |
| 5 |
M Burger, N
Monod, On and around the
bounded cohomology of SL2, from: "Rigidity in dynamics and
geometry" (editors M Burger, A Iozzi), Springer (2002) 19
MR1919394 |
| 6 |
C De la Cruz Mengual,
On
bounded-cohomological stability for classical groups,
PhD thesis, ETH Zürich (2019) |
| 7 |
C De la Cruz Mengual,
The degree-three bounded cohomology of complex Lie groups of
classical type, preprint (2023) arXiv:2304.00607 |
| 8 |
C De la Cruz Mengual,
T Hartnick, Stabilization of bounded cohomology for
classical groups, preprint (2022) arXiv:2201.03879 |
| 9 |
J Essert, Homological
stability for classical groups, Israel J. Math. 198
(2013) 169 MR3096635 |
| 10 |
R Frigerio,
Bounded
cohomology of discrete groups, 227, Amer. Math. Soc.
(2017) MR3726870 |
| 11 |
M Gromov, Volume and
bounded cohomology, Inst. Hautes Études Sci. Publ.
Math. 56 (1982) 5 MR686042 |
| 12 |
J L Harer,
Stability of the
homology of the mapping class groups of orientable
surfaces, Ann. of Math. 121 (1985) 215 MR786348 |
| 13 |
A Hatcher, K
Vogtmann, Homology stability
for outer automorphism groups of free groups, Algebr.
Geom. Topol. 4 (2004) 1253 MR2113904 |
| 14 |
W van der Kallen,
Homology
stability for linear groups, Invent. Math. 60 (1980)
269 MR586429 |
| 15 |
J McCleary,
A user’s
guide to spectral sequences, 58, Cambridge Univ. Press
(2001) MR1793722 |
| 16 |
N Monod, Continuous bounded cohomology
of locally compact groups, 1758, Springer (2001)
MR1840942 |
| 17 |
N Monod, Stabilization for
SLn in bounded cohomology, from:
"Discrete geometric analysis", Contemp. Math. 347, Amer. Math.
Soc. (2004) 191 MR2077038 |
| 18 |
N Monod, Vanishing up to
the rank in bounded cohomology, Math. Res. Lett. 14
(2007) 681 MR2335993 |
| 19 |
N Monod, S
Nariman, Bounded and
unbounded cohomology of homeomorphism and diffeomorphism
groups, Invent. Math. 232 (2023) 1439 MR4588567 |
| 20 |
V L Popov,
Generically multiple transitive algebraic group actions,
from: "Algebraic groups and homogeneous spaces", Tata Inst.
Fund. Res. Stud. Math. 19, Tata Inst. Fund. Res. (2007) 481
MR2348915 |
| 21 |
D Quillen,
Notebook 1974-1, personal notes (1974) |
| 22 |
D Sprehn, N
Wahl, Homological stability for
classical groups, Trans. Amer. Math. Soc. 373 (2020)
4807 MR4127863 |
| 23 |
K Vogtmann,
A Stiefel
complex for the orthogonal group of a field, Comment.
Math. Helv. 57 (1982) 11 MR672842 |
| 24 |
C A Weibel,
An
introduction to homological algebra, 38, Cambridge
Univ. Press (1994) MR1269324 |
| 25 |
R J Zimmer,
Ergodic
theory and semisimple groups, 81, Birkhäuser (1984)
MR776417 |
|