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About me:
About me:
From February 2022 to May 2026 I was a PhD student at UNSW Sydney under the supervision of Arnaud Brothier and Pinhas Grossman. My PhD thesis was on the construction of explicit new examples of finitely presented infinite simple groups that witness some novel dynamical phenomena.
From February 2022 to May 2026 I was a PhD student at UNSW Sydney under the supervision of Arnaud Brothier and Pinhas Grossman. My PhD thesis was on the construction of explicit new examples of finitely presented infinite simple groups that witness some novel dynamical phenomena.
Here is my CV.
I am currently on the academic job market.
Research interests:Â
Research interests:Â
At the moment my main research interests are centred around "forest-skein groups" which are a new class of infinite discrete groups introduced by Arnaud Brothier that mix Thompson's groups with the planar algebra of Vaughan Jones. I am particularly interested in finitely presented simple groups that arise in this formalism, their properties, invariants, and how they relate to other groups.
My current projects in this area are on the group homology of forest-skein groups as well as studying unitary representations of forest-skein groups, the Haagerup property, and Kazhdan property (T), using novel functorial technology of Jones.
Contact:
Contact:
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