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1 |
I Agol, The
virtual Haken conjecture, Doc. Math. 18 (2013) 1045
MR3104553 |
2 |
V Arnold, The cohomology ring of the
colored braid group, Mat. Zametki 5 (1969) 227 MR0242196 |
3 |
V I Arnold,
On some topological
invariants of algebrac functions, Trudy Moskov. Mat.
Obšč. 21 (1970) 27 MR0274462 |
4 |
E Babson, D N
Kozlov, Proof of the
Lovász conjecture, Ann. of Math. 165 (2007) 965
MR2335799 |
5 |
A Björner, F
Brenti, Combinatorics of
Coxeter groups, 231, Springer (2005) MR2133266 |
6 |
N Bourbaki,
Éléments de mathématique, XXXIV : Groupes et algèbres de
Lie, 1337, Hermann (1968) MR0240238 |
7 |
E Brieskorn,
Sur les groupes de
tresses (d’après V I Arnold), from: "Séminaire
Bourbaki, 1972/1973", Lecture Notes in Math. 317, Springer
(1973) 21 MR0422674 |
8 |
E Brieskorn, K
Saito, Artin-Gruppen und
Coxeter-Gruppen, Invent. Math. 17 (1972) 245 MR0323910 |
9 |
F Callegaro,
On the
cohomology of Artin groups in local systems and the associated
Milnor fiber, J. Pure Appl. Algebra 197 (2005) 323
MR2123992 |
10 |
F Callegaro,
The
homology of the Milnor fiber for classical braid
groups, Algebr. Geom. Topol. 6 (2006) 1903 MR2263054 |
11 |
F Callegaro, D
Moroni, M Salvetti, Cohomology of
affine Artin groups and applications, Trans. Amer.
Math. Soc. 360 (2008) 4169 MR2395168 |
12 |
F Callegaro, D
Moroni, M Salvetti, Cohomology of Artin
groups of type Ãn, Bn and applications, from:
"Groups, homotopy and configuration spaces" (editors N Iwase, T
Kohno, R Levi, D Tamaki, J Wu), Geom. Topol. Monogr. 13, Geom.
Topol. Publ. (2008) 85 MR2508202 |
13 |
F Callegaro, D
Moroni, M Salvetti, The K(π,1) problem for
the affine Artin group of type Bn and its cohomology, J. Eur.
Math. Soc. 12 (2010) 1 MR2578601 |
14 |
F Callegaro, M
Salvetti, Integral
cohomology of the Milnor fibre of the discriminant bundle
associated with a finite Coxeter group, C. R. Math.
Acad. Sci. Paris 339 (2004) 573 MR2111354 |
15 |
R Charney, M W
Davis, The
K(π,1)–problem for hyperplane complements
associated to infinite reflection groups, J. Amer.
Math. Soc. 8 (1995) 597 MR1303028 |
16 |
F R Cohen,
The homology of
Cn+1–spaces,
n ≥
0, from: "The homology of
iterated loop spaces", Lecture Notes in Mathematics 533,
Springer (1976) 207 MR0436146 |
17 |
J Curry, R
Ghrist, V Nanda, Discrete Morse
theory for computing cellular sheaf cohomology, Found.
Comput. Math. 16 (2016) 875 MR3529128 |
18 |
C De Concini, C
Procesi, M Salvetti, Arithmetic
properties of the cohomology of braid groups, Topology
40 (2001) 739 MR1851561 |
19 |
C De Concini, C
Procesi, M Salvetti, F Stumbo, Arithmetic
properties of the cohomology of Artin groups, Ann.
Scuola Norm. Sup. Pisa Cl. Sci. 28 (1999) 695 MR1760537 |
20 |
C De Concini, M
Salvetti, Cohomology of
Artin groups, Math. Res. Lett. 3 (1996) 293 MR1386847 |
21 |
P Deligne, Les immeubles des groupes
de tresses généralisés, Invent. Math. 17 (1972) 273
MR0422673 |
22 |
A Engström,
Complexes
of directed trees and independence complexes, Discrete
Math. 309 (2009) 3299 MR2526748 |
23 |
R Forman, Morse theory for cell
complexes, Adv. Math. 134 (1998) 90 MR1612391 |
24 |
R Fox, L
Neuwirth, The braid
groups, Math. Scand. 10 (1962) 119 MR0150755 |
25 |
È V Frenkel,
Cohomology of the
commutator subgroup of the braid group, Funktsional.
Anal. i Prilozhen. 22 (1988) 91 MR961774 |
26 |
D B Fuks,
Cohomology of the
braid group mod 2,
Funkcional. Anal. i Priložen. 4 (1970) 62 MR0274463 |
27 |
V V Gorjunov,
The cohomology of
braid groups of series C and
D and certain
stratifications, Funktsional. Anal. i Prilozhen. 12
(1978) 76 MR498905 |
28 |
H Hendriks,
Hyperplane
complements of large type, Invent. Math. 79 (1985) 375
MR778133 |
29 |
J Jonsson, Simplicial
complexes of graphs, 1928, Springer (2008) MR2368284 |
30 |
D Kozlov, Combinatorial
algebraic topology, 21, Springer (2008) MR2361455 |
31 |
H v d Lek,
The homotopy
type of complex hyperplane complements, PhD thesis,
Katholieke Universiteit te Nijmegen (1983) |
32 |
D Moroni, M
Salvetti, A Villa, Some topological
problems on the configuration spaces of Artin and Coxeter
groups, from: "Configuration spaces" (editors A
Bjorner, F Cohen, C De Concini, C Procesi, M Salvetti), CRM
Series 14, Ed. Norm. (2012) 403 MR3203650 |
33 |
C Okonek, Das K(π,1)–Problem für
die affinen Wurzelsysteme vom Typ An,Cn, Math. Z. 168 (1979) 143
MR544701 |
34 |
V Ozornova,
Discrete
Morse theory and a reformulation of the K(π,1)–conjecture, Comm. Algebra 45 (2017)
1760 MR3576693 |
35 |
G Paolini, On the
classifying space of Artin monoids, Comm. Algebra 45
(2017) 4740 MR3670346 |
36 |
G Paolini, On the
local homology of Artin groups of finite and affine type,
preprint (2017) arXiv:1709.01358 |
37 |
L Paris, K(π,1) conjecture
for Artin groups, Ann. Fac. Sci. Toulouse Math. 23
(2014) 361 MR3205598 |
38 |
M Salvetti,
Topology of the
complement of real hyperplanes in ℂN, Invent. Math. 88 (1987) 603
MR884802 |
39 |
M Salvetti,
The
homotopy type of Artin groups, Math. Res. Lett. 1
(1994) 565 MR1295551 |
40 |
M Salvetti,
Some
combinatorial constructions and relations with Artin
groups, from: "Combinatorial methods in topology and
algebra" (editors B Benedetti, E Delucchi, L Moci), Springer
INdAM 12, Springer (2015) 121 MR3467336 |
41 |
M Salvetti, A
Villa, Combinatorial
methods for the twisted cohomology of Artin groups,
Math. Res. Lett. 20 (2013) 1157 MR3228628 |
42 |
C C Squier,
The
homological algebra of Artin groups, Math. Scand. 75
(1994) 5 MR1308935 |
43 |
È B Vinberg,
Discrete linear
groups that are generated by reflections, Izv. Akad.
Nauk SSSR Ser. Mat. 35 (1971) 1072 MR0302779 |
44 |
F V Weinstein,
Cohomologies of braid
groups, Funktsional. Anal. i Prilozhen. 12 (1978) 72
MR498903 |
|