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1 |
A Björner, M
Wachs, On
lexicographically shellable posets, Trans. Amer. Math.
Soc. 277 (1983) 323 MR0690055 |
2 |
C Bowman, A
Cox, A Hazi, Path isomorphisms
between quiver Hecke and diagrammatic Bott–Samelson
endomorphism algebras, Adv. Math. 429 (2023) 109185
MR4611117 |
3 |
R Boyd, Homological stability for
Artin monoids, Proc. Lond. Math. Soc. 121 (2020) 537
MR4100117 |
4 |
R Boyd, R
Hepworth, Combinatorics of
injective words for Temperley–Lieb algebras, J. Combin.
Theory Ser. A 181 (2021) 105446 MR4235244 |
5 |
R Boyd, R
Hepworth, P Patzt, The homology of
the Brauer algebras, Selecta Math. 27 (2021) 85
MR4304560 |
6 |
J Brundan, A
Kleshchev, Blocks of
cyclotomic Hecke algebras and Khovanov–Lauda algebras,
Invent. Math. 178 (2009) 451 MR2551762 |
7 |
R M Charney,
Homology
stability for GLn of a Dedekind domain, Invent.
Math. 56 (1980) 1 MR0557579 |
8 |
T Church, Homological
stability for configuration spaces of manifolds,
Invent. Math. 188 (2012) 465 MR2909770 |
9 |
J Désarménien,
Une autre
interprétation du nombre de dérangements, Sém. Lothar.
Combin. 8 (1983) 11 |
10 |
E Deutsch, L
Shapiro, A survey of the
Fine numbers, Discrete Math. 241 (2001) 241 MR1861421 |
11 |
C K Fan,
R M Green, Monomials and
Temperley–Lieb algebras, J. Algebra 190 (1997) 498
MR1441960 |
12 |
F D Farmer,
Cellular homology for posets, Math. Japon. 23 (1979) 607
MR0529895 |
13 |
S Galatius, A
Kupers, O Randal-Williams, Cellular Ek–algebras, preprint (2018) arXiv:1805.07184 |
14 |
J J Graham,
G I Lehrer, Cellular algebras,
Invent. Math. 123 (1996) 1 MR1376244 |
15 |
T Halverson, M
Mazzocco, A Ram, Commuting families
in Hecke and Temperley–Lieb algebras, Nagoya Math. J.
195 (2009) 125 MR2552957 |
16 |
J L Harer,
Stability of the
homology of the mapping class groups of orientable
surfaces, Ann. of Math. 121 (1985) 215 MR0786348 |
17 |
A Hatcher, N
Wahl, Stabilization for
mapping class groups of 3–manifolds, Duke Math. J. 155 (2010)
205 MR2736166 |
18 |
R Hepworth,
Homological
stability for families of Coxeter groups, Algebr. Geom.
Topol. 16 (2016) 2779 MR3572348 |
19 |
R Hepworth,
Homological
stability for Iwahori–Hecke algebras, J. Topol. 15
(2022) 2174 MR4584588 |
20 |
V F R Jones,
Index for
subfactors, Invent. Math. 72 (1983) 1 MR0696688 |
21 |
V F R Jones,
A
polynomial invariant for knots via von Neumann
algebras, Bull. Amer. Math. Soc. 12 (1985) 103 MR0766964 |
22 |
W van der Kallen,
Homology
stability for linear groups, Invent. Math. 60 (1980)
269 MR0586429 |
23 |
C Kassel, V
Turaev, Braid
groups, 247, Springer (2008) MR2435235 |
24 |
L H Kauffman,
State
models and the Jones polynomial, Topology 26 (1987) 395
MR0899057 |
25 |
L H Kauffman,
An invariant of
regular isotopy, Trans. Amer. Math. Soc. 318 (1990) 417
MR0958895 |
26 |
L H Kauffman,
Knot
diagrammatics, from: "Handbook of knot theory" (editors
W Menasco, M Thistlethwaite), Elsevier (2005) 233 MR2179264 |
27 |
L H Kauffman,
S L Lins, Temperley–Lieb
recoupling theory and invariants of 3–manifolds, 134, Princeton Univ. Press
(1994) MR1280463 |
28 |
M C Kerz,
The
complex of words and Nakaoka stability, Homology
Homotopy Appl. 7 (2005) 77 MR2155519 |
29 |
W B R
Lickorish, Calculations with the
Temperley–Lieb algebra, Comment. Math. Helv. 67 (1992)
571 MR1185809 |
30 |
H Maazen, Homology
stability for the general linear group, PhD thesis,
Utrecht University (1979) |
31 |
M Nakaoka, Decomposition theorem for
homology groups of symmetric groups, Ann. of Math. 71
(1960) 16 MR0112134 |
32 |
D Quillen, On the cohomology and
K–theory of the general linear
groups over a finite field, Ann. of Math. 96 (1972) 552
MR0315016 |
33 |
O Randal-Williams,
Homological
stability for unordered configuration spaces, Q. J.
Math. 64 (2013) 303 MR3032101 |
34 |
O Randal-Williams,
Resolutions of
moduli spaces and homological stability, J. Eur. Math.
Soc. 18 (2016) 1 MR3438379 |
35 |
O Randal-Williams,
A remark
on the homology of Temperley–Lieb algebras, preprint
(2021) |
36 |
D Ridout, Y
Saint-Aubin, Standard modules,
induction and the structure of the Temperley–Lieb
algebra, Adv. Theor. Math. Phys. 18 (2014) 957 MR3281274 |
37 |
N J A
Sloane, Jacobsthal
sequence (or Jacobsthal numbers) : a(n) = a(n − 1) + 2 ∗
a(n − 2), with
a(0) =
0, a(1) = 1 ; also a(n) = nearest
integer to 2n∕3, from:
"The on-line encyclopedia of integer sequences" (2000) |
38 |
R Spencer, Jacobsthal
elements, web resource (2022) |
39 |
R A Spencer,
The
modular Temperley–Lieb algebra, Rocky Mountain J. Math.
53 (2023) 177 MR4585987 |
40 |
R J Sroka, The
homology of a Temperley–Lieb algebra on an odd number of
strands, (2022) arXiv:2202.08799 |
41 |
M Szymik, N
Wahl, The homology of
the Higman–Thompson groups, Invent. Math. 216 (2019)
445 MR3953508 |
42 |
H N V
Temperley, E H Lieb, Relations between the
“percolation” and “colouring” problem and other
graph-theoretical problems associated with regular planar
lattices : some exact results for the “percolation”
problem, Proc. Roy. Soc. Lond. Ser. A 322 (1971) 251
MR0498284 |
43 |
B Webster, The
existence of Jones–Wenzl projectors, (2017) MR3624396 |
44 |
C A Weibel,
An
introduction to homological algebra, 38, Cambridge
Univ. Press (1994) MR1269324 |
45 |
H Wenzl, On
sequences of projections, C. R. Math. Rep. Acad. Sci.
Canada 9 (1987) 5 MR0873400 |
46 |
B W Westbury,
The
representation theory of the Temperley–Lieb algebras,
Math. Z. 219 (1995) 539 MR1343661 |
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