- In mathematics,
overconvergent modular forms are
special p-adic
modular forms that are
elements of
certain p-adic
Banach spaces (usually
infinite dimensional)...
-
received a PhD in
mathematics from
Imperial College London for his work on
Overconvergent Siegel Modular Symbols. In 2024,
Buzzard and
collaborators were handed...
- work
better over non-perfect fields, and
overconvergent isocrystals are
another variation related to
overconvergent cohomology theories. A Dieudonné crystal...
- PhD
degree in
mathematics from
Imperial College London, for work on
Overconvergent Siegel Modular Symbols under Kevin Buzzard.
Snaith described his work...
-
finiteness theorem Ax–Katz
theorem Grothendieck–Katz p-curvature
conjecture Overconvergent modular form p-adic
modular form
Awards Sloan Fellowship (1970) Guggenheim...
- p-adic
linear combinations of the
usual "classical"
modular forms, and
overconvergent p-adic
modular forms,
which in turn
include Hida's
ordinary modular...
- of
modular forms and
discovering important classicality criteria for
overconvergent p-adic
modular forms. With
Barry Mazur, he
introduced the eigencurve...
- or with
support on a
closed subscheme, or with
coefficients in an
overconvergent isocrystal. If X is
smooth and
proper over k the
rigid cohomology groups...
- S2CID 11400391. Andreatta, Fabrizio; Iovita, Adrian; Stevens,
Glenn (2014). "
Overconvergent modular sheaves and
modular forms for GL 2 / F {\displaystyle {\textrm...
- Andreatta, Fabrizio; Iovita, Adrian; Pilloni,
Vincent (2016). "On
overconvergent Hilbert modular cusp forms" (PDF). Astérisque. 382: 163–193. MR 3581177...
