| 1 |
D Auroux, S K
Donaldson, L Katzarkov, Singular Lefschetz
pencils, Geom. Topol. 9 (2005) 1043 MR2140998 |
| 2 |
R I Baykur,
Existence of
broken Lefschetz fibrations, Int. Math. Res. Not. 2008
(2008) MR2439543 |
| 3 |
R I Baykur,
Handlebody argument for modifying achiral singularities,
Geom. Topol. 13 (2009) 312 |
| 4 |
R I Baykur,
Topology of broken
Lefschetz fibrations and near-symplectic
four-manifolds, Pacific J. Math. 240 (2009) 201
MR2485463 |
| 5 |
R I Baykur,
Broken
Lefschetz fibrations and smooth structures on 4–manifolds, from: "Proceedings of the
Freedman Fest" (editors R Kirby, V Krushkal, Z Wang), Geom.
Topol. Monogr. 18 (2012) 9 MR3084230 |
| 6 |
R I Baykur,
Inequivalent Lefschetz fibrations and surgery equivalence of
symplectic 4–manifolds,
preprint (2015) arXiv:1408.4869 |
| 7 |
R I Baykur, K
Hayano, Multisections of Lefschetz fibrations and
topology of symplectic 4–manifolds, preprint (2015) arXiv:1309.2667 |
| 8 |
R I Baykur, S
Kamada, Classification of
broken Lefschetz fibrations with small fiber genera, J.
Math. Soc. Japan 67 (2015) 877 MR3376572 |
| 9 |
R I Baykur, D
Margalit, Lefschetz
fibrations and Torelli groups, Geom. Dedicata 177
(2015) 275 MR3370034 |
| 10 |
S Behrens, On 4–manifolds, folds and cusps, Pacific
J. Math. 264 (2013) 257 MR3089398 |
| 11 |
C J Earle, J
Eells, A fibre bundle
description of Teichmüller theory, J. Differential
Geometry 3 (1969) 19 MR0276999 |
| 12 |
H Endo, Meyer’s signature
cocycle and hyperelliptic fibrations, Math. Ann. 316
(2000) 237 MR1741270 |
| 13 |
B Farb, D
Margalit, A primer on mapping class groups, 49,
Princeton Univ. Press (2012) MR2850125 |
| 14 |
T Fuller, Hyperelliptic
Lefschetz fibrations and branched covering spaces,
Pacific J. Math. 196 (2000) 369 MR1800582 |
| 15 |
R E Gompf,
A I Stipsicz, 4–manifolds and Kirby calculus, 20,
Amer. Math. Soc. (1999) MR1707327 |
| 16 |
K Hayano, On genus-1
simplified broken Lefschetz fibrations, Algebr. Geom.
Topol. 11 (2011) 1267 MR2801419 |
| 17 |
K Hayano, A note on sections of
broken Lefschetz fibrations, Bull. Lond. Math. Soc. 44
(2012) 823 MR2967249 |
| 18 |
K Hayano, M
Sato, Four-manifolds
admitting hyperelliptic broken Lefschetz fibrations,
Michigan Math. J. 62 (2013) 323 MR3079266 |
| 19 |
K Hayano, M
Sato, A signature
formula for hyperelliptic broken Lefschetz fibrations,
Topology Appl. 173 (2014) 157 MR3227213 |
| 20 |
N V Ivanov,
Mapping class groups, from: "Handbook of geometric
topology" (editors R J Daverman, R B Sher),
North-Holland (2002) 523 MR1886678 |
| 21 |
K Jänich, Symmetry properties of
singularities of C∞–functions,
Math. Ann. 238 (1978) 147 MR512820 |
| 22 |
A Kas, On the handlebody
decomposition associated to a Lefschetz fibration,
Pacific J. Math. 89 (1980) 89 MR596919 |
| 23 |
R Kirby, P
Melvin, P Teichner, Cohomotopy sets of
4–manifolds, from:
"Proceedings of the Freedman Fest" (editors R Kirby, V
Krushkal, Z Wang), Geom. Topol. Monogr. 18 (2012) 161 MR3084237 |
| 24 |
Y Matsumoto,
Lefschetz fibrations of genus two — A topological
approach, from: "Topology and Teichmüller spaces" (editors
S Kojima, Y Matsumoto, K Saito, M Seppälä), World Sci. Publ.
(1996) 123 MR1659687 |
| 25 |
B Ozbagci, Signatures of
Lefschetz fibrations, Pacific J. Math. 202 (2002) 99
MR1883972 |
| 26 |
J Park, K H
Yun, Nonisomorphic
Lefschetz fibrations on knot surgery 4–manifolds, Math. Ann. 345 (2009) 581
MR2534109 |
| 27 |
B Siebert, G
Tian, On hyperelliptic
C∞–Lefschetz fibrations of
four-manifolds, Commun. Contemp. Math. 1 (1999) 255
MR1696101 |
| 28 |
B Siebert, G
Tian, On the
holomorphicity of genus two Lefschetz fibrations, Ann.
of Math. 161 (2005) 959 MR2153404 |
| 29 |
I Smith, Lefschetz fibrations
and the Hodge bundle, Geom. Topol. 3 (1999) 211
MR1701812 |
| 30 |
J Williams,
The
h–principle for broken Lefschetz
fibrations, Geom. Topol. 14 (2010) 1015 MR2629899 |
