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Introduction
Features
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L-functions
Degree:
1
2
3
4
5+
First zeros
$\zeta$ zeros
Operations
Local L-functions
Modular Forms
GL(2)
Classical
Maass
Hilbert
Bianchi
Half-integral
Noncongruence
mod ℓ
Hecke algebra
GL(3)
Maass
Cohomological
Other
Siegel
U(2,1)
Varieties
Curves
Elliptic:
$/\Q$
$/\F_{q}(t)$
/NumberFields
Genus 2:
$/\Q$
$/\F_{q}(t)$
/NumberFields
Genus 3:
$/\Q$
$/\F_{q}(t)$
/NumberFields
Shimura curves
Belyi maps
Higher genus:
Families
2-d
Abelian
K3
$3^+$-d
Calabi-Yau
Shimura varieties
Abelian Varieties:
$/\F_{q}$
Fields
Number fields:
Global
Local
Function fields
Representations
Characters:
Dirichlet
Hecke
Galois:
Artin
mod ℓ
Weil-Deligne
Automorphic
Motives
Hypergeometric:
$/\Q$
$/\Q(\sqrt{d})$
Jacobi
$G_2$
Groups
Galois groups
Sato-Tate groups
Lattices
Small groups
Finite subgroups of
$\GL(n,\F_q)$
$\GL(n,\Z)$
$\GL(n,\C)$
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Knowledge
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