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Alex Bartel |
| I currently have two Ph.D. students, and will be looking to take on new ones. If you liked your courses on algebraic number theory, Galois theory, and representation theory of finite groups, and optionally elliptic curves, and are considering doing a Ph.D. that combines these topics, then feel free to contact me. You can also have a look at the papers on my web page to find out more specifically what kinds of topics I am interested in. |
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Jim Belk |
| I am interested in supervising PhD students in geometric group theory or geometric topology, and my research has significant connections to complex dynamics, fractal geometry, automata theory, quasiconformal geometry, and symbolic dynamics. Please see my web page or contact me for more information. |
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Gwyn Bellamy |
| I am interested in taking on additional PhD students. If you might be interested in doing a PhD under my supervision, please just send me an email. I am happy to suggest topics in representation theory, geometric representation theory, or on the interface of representation theory and algebraic geometry. |
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Rachael Boyd |
| I am interested in taking on PhD students in algebraic topology. My research has connections to geometric topology, geometric group theory and algebra, take a look at my website for further details. Please feel free to email me if you would like to work with me, or discuss my research. |
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Tara Brendle |
| Possible PhD projects include a variety of topics in geometric group theory and low-dimensional topology, with a particular focus on structures related to surfaces, such as mapping class groups and braid groups. |
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Vaibhav Gadre |
| I currently have one PhD student. I am looking to take on new students. To get an idea of my mathematical interests please go to my webpage. |
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Damián Gvirtz-Chen |
| I am looking to take on new PhD students and am happy to be contacted via email. You can have a glance at my personal webpage for the type of problems around rational points on higher-dimensional varieties that you could be working on. If you are broadly interested in employing a combination of techniques from geometry, algebra, number theory and topology, quite possibly with a computational twist, this is a great area to work in! |
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Ana Lecuona |
| I have two PhD students finishing their program (Tanushree Shah and Lisa Lokteva) and two starting in 2022-2023. Currently I am not planning on taking new students, but if you want further information or discuss about it, please do contact me. My main field of interest is low dimensional topology. You can get some idea of the type of problems I think about by taking a look at my webpage (link above, on my name). You can contact me at this address. |
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Xin Li |
| I am interested in taking new PhD students. I am working on C*-algebras and their connections to other mathematical disciplines such as topological dynamics, group theory or number theory. Please feel free to contact me if you are interested! |
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Dinakar Muthiah |
| I am currently taking on PhD students in Representation Theory and Algebraic Geometry. If you are interested, please take a look at my website for more details and feel free to email me. |
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Brendan Owens |
| I am interested in supervising students in smooth low-dimensional topology and related topics. Please see my home page linked above for more information about research or send me an email. |
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Mark Powell |
| I am currently accepting students in algebraic and geometric topology. I am particularly interested in 3- and 4-manifolds, knots and links, mapping class groups, surgery theory, and exotic phenomena. My name above links to my website. I suggest browsing it to get an idea of my work. In particular see this page. Please get in touch if you would like to work with me. |
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Anna Puskás |
| I am looking to take on PhD students. My interests lie at the intersection of representation theory, number theory, and algebraic combinatorics. Generally, I like thinking about objects coming from representation theory or number theory in terms of algebraic combinatorics. If you think you may be interested in working with me, please send me an email! For further information, you can also have a look at my website, and/or my papers. |
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Christian Voigt |
| I’m always interested to speak to potential PhD students, and I’m happy to suggest topics in noncommutative geometry, operator K-theory, and quantum groups. Please check my Christian Voigt or contact me for more information on my research. |
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Andy Wand |
| I currently supervise/co-supervise several students in various topics across low dimensional topology, focusing mainly on contact topology, aspects of knot theory, and mapping class groups of surfaces. I am happy to discuss potential supervision, and can be reached here. |
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Michael Wemyss |
| I currently advise four PhD students, and two will be graduating around summer 2025, so I am looking to take on students in the upcoming round (for Sep 2025 start). To get a feel for the types of mathematics I think about, you can check out my graduate lectures, or my papers on my webpage, arXiv, or Google Scholar. |
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Michael Whittaker |
| I am interested in supervising additional PhD students, and have a wide range of projects available. My recent focus has been on self-similar groups, aperiodic tilings, and C*-algebras arising from topological dynamical systems. For more info on my research interests, see my webpage. |
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Runlian Xia |
| I currently have two PhD students jointly with Joachim Zacharias, and I am open to taking more PhD students. I have wide interests in topics related to interactions between operator algebras and harmonic analysis. My recent research focus is on Calderón–Zygmund operators/Fourier multipliers on non-commutative Lp spaces associated with von Neumann algebras (non-commutative counterparts of measure spaces). If you are interested in any of these topics, you could reach me here. |
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Joachim Zacharias |
| I am interested in supervising further PhD students in the field of operator algebras and related topics. Please contact me by e-mail if you would like to do a PhD under my supervision/co-supervision. I am happy to suggest topics in C*-algebra theory and dynamical systems, classification of simple C*-algebras, approximation properties of groups and operator algebras, K-theory and related topics. |