(Courses)
(Ph.D. students)
(Advice)
If you have any trouble with the links below please inform me
via email.
Current and past courses:
Warwick:
2025-26 I: MA38B
(Complex analysis).
2024-25 II: MA4H4
(Geometric group theory).
2024-25 I: MA3F1
(Introduction to topology).
2023-24 I: MA138
(Sets and numbers)
2022-23 II: MA9M7
(Topics in geometric topology)
2022-23 I: MA138
(Sets and numbers)
2021-22 II: MA4J7
(Cohomology and Poincare duality)
2021-22 I: MA132/138
(Foundations/Sets and numbers)
2020-21 II: TCC module
(Introduction to three-manifolds)
2020-21 I: MA132/138
(Foundations/Sets and numbers)
2019-20 II: MA4J7
(Cohomology and Poincare duality)
2018-19 II: MA4J7
(Cohomology and Poincare duality)
2018-19 I: MA3D5
(Galois theory)
2017-18 II: TCC module
(Introduction to three-manifolds)
2017-18 I: MA3F1
(Introduction to topology)
2016-17 II: MA3H6
(Algebraic topology)
2015-16 I: MA243
(Geometry)
2015-16 I: MA3F1
(Introduction to topology)
2014-15 I: MA243
(Geometry)
2014-15 I: MA3F1
(Introduction to topology)
2013-14 II: MA3H6
(Algebraic topology)
2012-13 II: MA3H6
(Algebraic topology)
2011-12 II: MA4J2
(Three-manifolds)
2010-11 II: MA4J2
(Three-manifolds)
2010-11 I: TCC module
(Hierarchies and the curve complex)
2009-10 II: MA3F2
(Knot theory)
2009-10 II: TCC module
(Hyperbolicity of the curve complex)
2008-09 II: MA3F2
(Knot theory)
2008-09 I: TCC module
(The mapping class group and the complex of curves)
2007-08 II: MA3F2
(Knot theory)
Rutgers:
2006-07 Sp: 291
(Honors calculus III)
2006-07 Fa: 251H
(Honors Calculus III)
2006-07 Fa: 361 (Set
theory)
2005-06 Sp: 461
(Logic)
2005-06 Fa: 291
(Honors calculus III)
2005-06 Fa: 428 (Graph
theory)
2004-05 Sp: 311
(Advanced calculus (aka real analysis))
2004-05 Fa: 151 (Calculus
I) two sections.
UIC:
2002-03 Sp: 181 (Calculus II)
2002-03 Fa: 180 (Calculus I)
Current Ph.D. students:
Cecilia Duhau.
Abigail Hollingsworth.
Layne Hall.
Past Ph.D. students:
Marco Linton. 2022 PhD. Thesis:
One-relator
hierarchies
Marco Barberis. 2022 PhD. Thesis:
Rigidity
properties of graphs associated with planar surfaces
Anna Parlak 2021 PhD. Thesis:
Veering
triangulations and polynomial invariants of three-manifolds
Esmee te Winkel 2020 PhD. Thesis:
Curves
and laminations on the five-times punctured sphere
Ronja Kuhne 2019 PhD. Thesis:
Polynomial-time
efficient position
Mark Bell 2015 PhD. Thesis:
Recognising
mapping classes
Richard Webb 2014 PhD. Thesis:
Effective
geometry of curve graphs
Alexander Wickens 2012 MPhil. Thesis: Ending laminations and the curve complex
Irida Altman 2013 PhD. Thesis:
On some properties of the
sutured Floer polytope
Advice to potential Ph.D. students:
General advice: Ravi Vakil's discussion
is particularly useful. Using that as a starting point, one can find
further pages via Google.
Particular to Warwick: Application material for the Ph.D. and
M.Phil. program can be found on the
postgraduate webpage.
Last touched: Mon 30 Dec 2024 11:13:00 NZDT