معرفی
Professor Colin Bushnell is a leading Number Theorist at King's College London, specializing in automorphic representations and the local Langlands program. With a PhD from the University of London (1972), his work focuses on 2-graded groups, Galois representations, and p-adic methods.
- Education: PhD in Representations of 2-graded groups, University of London
Research interests include:
- Local Langlands correspondence
- Automorphic L-functions
- Higher ramification theory
- Classification of irreducible representations
Recent publications show trends in Rankin-Selberg convolutions (2022), tame Galois conductors (2020), and explicit Jacquet-Langlands parametrization (2019). Key themes involve critical strip analysis, non-dyadic field structures, and archimedean components.
Professional activities include delivering a course at the 2004 Beijing-Zhejiang International Summer School on p-adic methods, reflecting ongoing international collaborations.
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