Faculty profile
Patrick Allen
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Latest funding
- $135,000
p-adic methods in number theory: eigenvarieties and cohomology of Shimura varieties for the study of L-functions and Galois representations
NSERC · 2022 · Co-investigator
- $12,500
Automorphy and adjoint Selmer groups over CM fields
NSERC · 2020 · Principal investigator
- $120,000
Automorphy and adjoint Selmer groups over CM fields
NSERC · 2020 · Principal investigator
p-adic methods in number theory: eigenvarieties and cohomology of Shimura varieties for the study of L-functions and Galois representations
Principal investigators: Rosso, Giovanni G
Keywords: cohomology; galois representations; iwasawa theory; l-functions; p-adic l-functions; shimura varieties
Automorphy and adjoint Selmer groups over CM fields
Principal investigators: Allen, Patrick
Automorphy and adjoint Selmer groups over CM fields
Principal investigators: Allen, Patrick
Automorphy and adjoint Selmer groups over CM fields
Principal investigators: Allen, Patrick
Keywords: galois representations; automorphic forms; selmer groups; langlands program
From CIHR, NSERC and SSHRC funding decisions: CIHR since 2008, NSERC since 1991 and SSHRC since 1998, including their latest published competition results.
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