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Muhammad Manji

Research: I am a first year PhD student supervised by David Loeffler and Diane Maclagan. I am interested in a range of topics in algebraic number theory. In particular I am currently working with Euler systems, Galois representations and automorphic forms.

Education: I completed a BA with MMath at the University of Cambridge. My fourth year dissertation was titled 'The Grunwald-Wang Theorem' and was supervised by Tom Fisher.

Teaching 20/21: Last year I was a teaching assistant for MA3G6 Commutative Algebra and MA426 Elliptic Curves.

Teaching 21/22: This year I am a teaching assistant for MA3G6 Commutative Algebra in term 1. Term 2 TBC.


Conferences Attended:
Recent developments around p-adic modular forms - Dec 2020 - ICTS, Bengaluru
Junior Number Theory Days 2020 - Johns Hopkins University
L-functions and Iwasawa theory - November 2021 - CEFIPRA

Picture of me