### Review:

“The annular structure of subfactors,”

by Vaughan Jones

#### Filter the Bibliography List

Index for subfactors,”
Invent. Math.
72 : 1
(1983),
pp. 1–25.
A lecture based on this was published in *Fields Medallists’ lectures* (1997).
MR
696688
Zbl
0508.46040
article

A quotient of the affine Hecke algebra in the Brauer algebra,” Enseign. Math. (2) 40 : 3–4 (1994), pp. 313–344. MR 1309131 Zbl 0852.20035 article

: “Planar algebras, I. Preprint, September 1999. Zbl 1328.46049 ArXiv math/9909027 techreport

:
Singly generated planar algebras of small dimension,”
Duke Math. J.
101 : 1
(2000),
pp. 41–75.
Part II was published in *Adv. Math.* **175**:2 (2003). Part III was published in *Trans. Am. Math. Soc.* **369**:14 (2017).
MR
1733737
Zbl
1075.46053
article

The planar algebra of a bipartite graph,” pp. 94–117 in Knots in Hellas ’98: Proceedings of the international conference on knot theory an its ramifications (Delphi, Greece, 7–15 August 1998), vol. 1. Edited by C. M. Gordon, V. F. R. Jones, L. H. Kauffman, S. Lambropoulou, and J. H. Przytycki. Series on Knots and Everything 24. World Scientific (River Edge, NJ), 2000. MR 1865703 Zbl 1021.46047 incollection

: “The annular structure of subfactors,” pp. 401–463 in Essays on geometry and related topics: Mémoires dédiés à André Haefliger [Essays on geometry and related topics: Memoirs dedicated to André Haefliger], vol. 2. Edited by É. Ghys, P. de la Harpe, V. F. R. Jones, V. Sergiescu, and T. Tsuboi. Monographies de l’Enseignement Mathématique 38. Enseignement Mathématique (Geneva), 2001. MR 1929335 Zbl 1019.46036 ArXiv math/0105071 incollection

: “Hilbert space representations of the annular Temperley–Lieb algebra,” Pac. J. Math. 228 : 2 (2006), pp. 219–249. MR 2274519 Zbl 1131.46042 article

: “The embedding theorem for finite depth subfactor planar algebras,” Quantum Topol. 2 : 3 (2011), pp. 301–337. MR 2812459 Zbl 1230.46055 ArXiv 1007.3173 article

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