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1
G Benkart , D
Moon , Planar rook algebras and tensor representations of
gl (1 | 1) , arXiv:1201.2482
2
J Bernstein , V
Lunts , Equivariant sheaves and functors , 1578,
Springer, Berlin (1994) MR1299527
3
S Bigelow , E
Ramos , R Yi , The Alexander and
Jones polynomials through representations of rook
algebras , J. Knot Theory Ramifications 21 (2012)
1250114, 18 MR2978881
4
J Chuang , R
Rouquier , Derived
equivalences for symmetric groups and sl 2 –categorification , Ann. of Math.
167 (2008) 245 MR2373155
5
L Crane , I B
Frenkel , Four-dimensional topological
quantum field theory, Hopf categories, and the canonical
bases , J. Math. Phys. 35 (1994) 5136 MR1295461
6
D Flath , T
Halverson , K Herbig , The planar rook algebra and
Pascal’s triangle , Enseign. Math. (2) 55 (2009) 77 MR2541502
7
E Giroux , Structures de contact sur
les variétés fibrées en cercles audessus d’une surface ,
Comment. Math. Helv. 76 (2001) 218 MR1839346
8
K Honda , Contact
structures, Heegaard–Floer homology and triangulated
categories , in preparation
9
K Honda , On the classification
of tight contact structures, I , Geom. Topol. 4 (2000)
309 MR1786111
10
K Honda , Gluing tight
contact structures , Duke Math. J. 115 (2002) 435
MR1940409
11
K Honda , W H
Kazez , G Matić , Pinwheels and
bypasses , Algebr. Geom. Topol. 5 (2005) 769 MR2153107
12
K Honda , W H
Kazez , G Matić , Right-veering
diffeomorphisms of compact surfaces with boundary, II ,
Geom. Topol. 12 (2008) 2057 MR2431016
13
K Honda , W H
Kazez , G Matić , The contact
invariant in sutured Floer homology , Invent. Math. 176
(2009) 637 MR2501299
14
Y Huang , Bypass
attachments and homotopy classes of 2 –plane fields in contact topology ,
arXiv:1105.2348
15
L H Kauffman ,
H Saleur , Free fermions
and the Alexander–Conway polynomial , Comm. Math. Phys.
141 (1991) 293 MR1133269
16
B Keller , On
differential graded categories , from: "International
Congress of Mathematicians, Vol. II" (editors M Sanz-Solé, J
Soria, J L Varona, J Verdera), Eur. Math. Soc., Zürich
(2006) 151 MR2275593
17
M Khovanov , How to
categorify one-half of quantum gl (1 | 2) , arXiv:1007.3517
18
M Khovanov ,
A
categorification of the Jones polynomial , Duke Math. J.
101 (2000) 359 MR1740682
19
M Khovanov ,
A D Lauda , A categorification of quantum
sl ( n ) , MR2628852
20
M Khovanov ,
A D Lauda , A diagrammatic
approach to categorification of quantum groups, I ,
Represent. Theory 13 (2009) 309 MR2525917
21
M Khovanov ,
A D Lauda , A
diagrammatic approach to categorification of quantum groups,
II , Trans. Amer. Math. Soc. 363 (2011) 2685 MR2763732
22
A D Lauda ,
A
categorification of quantum sl (2) , Adv.
Math. 225 (2010) 3327 MR2729010
23
R Lipshitz , P
Ozsváth , D Thurston , Bordered Heegaard–Floer
homology : Invariance
and pairing , arXiv:0810.0687
24
S Makar-Limanov ,
Morse surgeries of index 0 on
tight manifolds , Preprint (1997)
25
C Manolescu , P
Ozsváth , S Sarkar , A combinatorial
description of knot Floer homology , Ann. of Math. 169
(2009) 633 MR2480614
26
D Mathews , Chord diagrams,
contact-topological quantum field theory and contact
categories , Algebr. Geom. Topol. 10 (2010) 2091
MR2745667
27
D V Mathews ,
Sutured
TQFT, torsion and tori , Internat. J. Math. 24 (2013)
1350039, 35 MR3070808
28
P Ozsváth , Z
Szabó , Holomorphic disks
and knot invariants , Adv. Math. 186 (2004) 58 MR2065507
29
P Ozsváth , Z
Szabó , Heegaard–Floer
homology and contact structures , Duke Math. J. 129
(2005) 39 MR2153455
30
J A Rasmussen ,
Floer
homology and knot complements , PhD thesis, Harvard
University (2003)
31
N Y Reshetikhin ,
V G Turaev , Ribbon graphs
and their invariants derived from quantum groups , Comm.
Math. Phys. 127 (1990) 1 MR1036112
32
R Rouquier ,
2 –Kac–Moody algebras ,
arXiv:0812.5023
33
L Rozansky , H
Saleur , Quantum field
theory for the multivariable Alexander–Conway
polynomial , Nuclear Phys. B 376 (1992) 461 MR1170953
34
A Sartori ,
Categorification of tensor powers of the vector
representation of U q ( gl (1 | 1)) , arXiv:1305.6162
35
L Solomon , Representations
of the rook monoid , J. Algebra 256 (2002) 309 MR1939108
36
Y Tian , Categorical
braid group actions on representations of TEXTBACKSLASHmathboldTEXTBACKSLASHU T ( sl (1 | 1)) ,
in preparation
37
Y Tian , A
categorification of TEXTBACKSLASHmathboldTEXTBACKSLASHU q ( sl (1 | 1))
as an algebra arXiv:1210.5680
38
B Webster , Knot
invariants and higher representation theory I : Diagrammatic and geometric
categorification of tensor products , arXiv:1001.2020
39
B Webster , Knot
invariants and higher representation theory II : The categorification of quantum
knot invariants , arXiv:1005.4559
40
C A Weibel ,
An
introduction to homological algebra , 38, Cambridge
Univ. Press (1994) MR1269324
41
E Witten , Quantum field
theory and the Jones polynomial , Comm. Math. Phys. 121
(1989) 351 MR990772
42
R Zarev , Bordered
Floer homology for sutured manifolds , arXiv:0908.1106
43
R Zarev ,
Equivalence of gluing maps for SFH , in preparation