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Degree 4
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Degree 4 L-functions
Introduction and more
Introduction
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L-functions
Degree:
1
2
3
$\zeta$ zeros
Modular Forms
GL(2)
Classical
Maass
Hilbert
GL(3)
Maass
Other
Siegel
Varieties
Curves
Elliptic:
$/\Q$
/NumberFields
Genus 2:
$/\Q$
Fields
Number fields:
Global
Local
Representations
Characters:
Dirichlet
Artin
Groups
Galois groups
Knowledge
L-functions can be organized by
degree
. Here are
examples of L-functions of degree 4
.
Browse Degree 4 L-functions
By
underlying object:
Maass form for $\GL(4)$
Maass form for $\GSp(4)$
Symmetric cube of L-function of Elliptic curve