Professor

BS Mathematics, Caltech, 1992
PhD Mathematics, UC San Diego, 1998. Advisor Michael Hartley Freedman


Curriculum Vitae:
resume19.pdf


Research Primary Research Area:
Geometry/Topology

Research Interests:
Low-dimensional topology

Contact Information 921 Evans Hall

ianagol [at] math [dot] berkeley [dot] edu

+1 (510) 642-4377

Board of Trustees MSRI
Associate Editor, Journal of the American Mathematical Society
Associate Editor, Annals of Mathematics
Associate Editor, Communications of the American Mathematical society
Editor, Geometry and Topology
Editor, Forum of Mathematics, ∑
American Mathematical Society Editorial Boards Committee
Articles on the arxiv:
https://arxiv.org/a/agol_i_1.html
https://scholar.google.com/citations?user=prNMjBwAAAAJ&hl=en&oi=ao
All's well that ends well
https://en.wikipedia.org/wiki/Ian_Agol
http://mathoverflow.net/users/1345/ian-agol


Intersections of curves on the torus

Videos:
Minerva lecture 1, Princeton, October 2012
Minerva lecture 2
Minerva lecture 3
3-manifold groups, IAS, October 2015
RFRS for congruence subgroups, ICTP, June 2016
The virtual fibering conjecture, ICTP, June 2016
No Boundaries conference in honor of Benson Farb, U of C, October 2017
Ian Agol Laboratory ICMAT
Public dropbox folder with old web pages:
https://www.dropbox.com/sh/cxdm5tu5hsnho0i/AADzTItxcahyBI7oXZXVxjjta?dl=0
Publications Selected Publications:
Agol, Ian(1-CA);Liu, Yi(1-CA)
Presentation length and Simon's conjecture.
J. Amer. Math. Soc.25(2012),no. 1,151–187.[MR] [GS?]
Agol, Ian,The virtual Haken conjecture,with an appendix by Agol, Daniel Groves, and Jason Manning.
Doc. Math.18(2013),1045–1087.[MR] [GS?]
Agol, Ian(1-CA-NDM);Groves, Daniel(1-ILCC-MS);Manning, Jason Fox(1-CRNL)
An alternate proof of Wise's malnormal special quotient theorem.(English summary)
Forum Math. Pi4(2016),e1, 54 pp.[MR] [GS?]
Agol, Ian (2008). Criteria for virtual fibering. J. Topol. 1 No.2, 269-284. [MR] [GS?]
Agol, Ian and Storm, Peter A. and Thurston, William P. (2007). Lower bounds on volumes of hyperbolic Haken 3-manifolds. J. Amer. Math. Soc. 20 No.4, 1053-1077 (electronic). With an appendix by Nathan Dunfield. [MR] [GS?]


Additional Files:
Extended version of submission to Proceedings of the 2014 ICM