- ID: jvoight

## Knowls

John Voight has contributed to these Knowls:
$\GL_2$-type,
Acknowledgments for Hilbert modular forms,
Acknowledgments for Maass forms,
Acknowledgments for classical modular forms,
Acknowledgments for p-adic fields,
Additional acknowledgments,
Algebraic variety ,
Analytic rank of a curve,
Artin image,
Associate of an element,
Atkin-Lehner involution $w_Q$,
Base change of a GL(2) modular form,
Base field of a Belyi map,
Belyi map,
Belyi map label,
Coefficient field for newforms,
Combinatorics and $q$-series,
Completeness of Hilbert modular form data,
Completeness of L-function Data,
Completeness of data for Belyi maps,
Completeness of data for Belyi maps,
Completeness of genus 2 curve data,
Complex multiplication,
Complex multiplication,
Complex multiplication,
Congruence subgroup of a Bianchi group,
Cusp index,
Definition of ring,
Degree of a Siegel modular form,
Dimension,
Dimension of a Hecke orbit,
Duke-Imamoglu-Ikeda lift,
Elliptic functions,
Endomorphism algebra,
Endomorphism invariants,
Endomorphism lattice,
Endomorphism of an elliptic curve,
Endomorphism ring,
Endomorphism ring of an elliptic curve,
Endomorphism ring of an elliptic curve,
Extent of elliptic curve data over number fields,
Field,
Fricke involution,
Genus of a Belyi map,
Geometric automorphism group,
Geometric endomorphism algebra,
Geometric endomorphism algebra,
Geometric endomorphism ring,
Geometric endomorphism ring,
Geometric invariants,
Hasse-Weil conjecture,
Hecke Characters,
Hilbert modular form,
Hodge vector of a hypergeometric motive,
Hypergeometric family over $\Q$,
Hypergeometric motive,
Ideal class group of a number field,
Ideal labels,
Integral element of a ring,
Introduction/Features,
Isogeny between elliptic curves ,
Label of an Hilbert Modular Form,
Langlands program,
Level of a Bianchi modular form,
Level of a Hilbert modular form,
Maximal $\ell$-adic Galois representation,
Maximal $\ell$-adic Galois representation,
Maximal Galois representation,
Minus space,
Modular form (general),
Monodromy group of a Belyi map,
Mordell-Weil generator,
Motivic weight,
Newform,
Poincaré series,
Point counts of the curve,
Ramification type,
Real geometric endomorphism algebra,
Real multiplication,
Reliability of Dynamically Computed L-function Data,
Reliability of Maass forms data,
Reliability of the Hilbert modular form data,
Reliability of the elliptic curve data,
Reliability of transitive group data,
Roadmap for Hilbert modular forms,
Roadmap for L-functions,
Roadmap for Siegel modular forms,
Roadmap for elliptic curves,
Saito-Kurokawa lift,
Sato-Tate group identity component,
Siegel modular form Hecke operators,
Signature of an L-function,
Source of Belyi maps data,
Source of Belyi maps data,
Source of Genus 2 Curve Data,
Source of Hilbert modular form data,
Source of Hilbert modular form data,
Source of elliptic curve data over $\Q$,
Source of elliptic curve data over number fields,
Sturm bound,
Theta functions,
Totally positive,
Transitive permutation triple,
Unit in a ring,
Weight of a Hilbert modular form,
Z-function of an L-function,
abc triple for Belyi maps,
q-expansion of a modular form,
weight