

me  research  teaching  CV My research is in number theory and geometry. In the late 1960s Robert Langlands proposed a series of deep and elegant conjectures linking arithmetic, geometry, analysis and representation theory. Since its inception this program has, thanks to the work of mathematicians such as Pierre Deligne, Vladimir Drinfeld, Alexander Beilinson and Robert Langlands himself, evolved in many directions and now permeates much of mathematics. My work predominantly explores the padic and geometric aspects of the Langlands program and is highly interdisciplinary, involving number theory, arithmetic geometry, algebraic geometry, padic analytic geometry, Dmodule theory, padic Hodge theory, motive theory and higher category theory.
padic Automorphic Forms
