Teaching in Spring 2022:
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MATH 101, Section 205. Course information will be available on Canvas later.
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MATH 610D, "Topics in Pure Mathematics". This will be a course in Ergodic Theory. It will cover the fundamentals (recurrence, ergodicity, mixing, ergodic theorems, joinings) and multiple recurrence, building up to Furstenberg's multiple recurrence theorem and proof of Szemerédi's theorem. This course may be of interest to students in ergodic theory/dynamics, probability, combinatorics and harmonic analysis. More information will be added closer to the date.
Information on supervision:
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I am open to supervising MsC and PhD students and postdocs. Occasionally I may also welcome visiting students and supervise undergraduate projects. Visiting students should already have some research experience.
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You can have a look at my research interests and publications by topic to get a feel for possible areas of research.
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Applications for MsC/PhD studies positions will open later in the year. Postdoctoral applications are open here.
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Informal enquiries are welcome and encouraged.