LMFDB - Embedded newform data

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Column	Type
Nk2	integer
analytic_conductor	double precision
analytic_rank	smallint
analytic_rank_proved	boolean
artin_degree	integer
artin_field	numeric[]
artin_field_label	text
artin_image	text
atkin_lehner_eigenvals	integer[]
atkin_lehner_string	text
char_conductor	integer
char_degree	integer
char_is_minimal	boolean
char_is_real	boolean
char_orbit_index	smallint
char_orbit_label	text
char_order	integer
char_parity	smallint
char_values	jsonb
cm_discs	integer[]
conrey_index	integer
dim	integer
embedded_related_objects	text[]
field_disc	numeric
field_disc_factorization	numeric[]
field_poly	numeric[]
field_poly_is_cyclotomic	boolean
field_poly_is_real_cyclotomic	boolean
field_poly_root_of_unity	integer
fricke_eigenval	smallint
has_non_self_twist	smallint
hecke_cutters	jsonb
hecke_orbit	integer
hecke_orbit_code	bigint
hecke_ring_generator_nbound	integer
hecke_ring_index	numeric
hecke_ring_index_factorization	numeric[]
hecke_ring_index_proved	boolean
inner_twist_count	integer
inner_twists	integer[]
is_cm	boolean
is_largest	boolean
is_maximal	boolean
is_polredabs	boolean
is_rm	boolean
is_self_dual	boolean
is_self_twist	boolean
is_twist_minimal	boolean
label	text
level	integer
level_is_powerful	boolean
level_is_prime	boolean
level_is_prime_power	boolean
level_is_prime_square	boolean
level_is_square	boolean
level_is_squarefree	boolean
level_primes	integer[]
level_radical	integer
minimal_twist	text
nf_label	text
prim_orbit_index	smallint
projective_field	numeric[]
projective_field_label	text
projective_image	text
projective_image_type	text
qexp_display	text
related_objects	text[]
relative_dim	integer
rm_discs	integer[]
sato_tate_group	text
self_twist_discs	integer[]
self_twist_type	smallint
space_label	text
trace_display	numeric[]
trace_hash	bigint
trace_moments	numeric[]
trace_zratio	numeric
traces	numeric[]
weight	smallint
weight_parity	smallint

mf_newforms • Show schema

{'Nk2': 3179, 'analytic_conductor': 17.85569982422899, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 60, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206443642891, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 4, -1, 10, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.17.d.a', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.17.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '16.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.17.d', 'trace_display': [-5, -150, -7938, 2885320], 'traces': [60, -5, -150, 542263, -7938, -2437125, 2885320, 30474235, -295234379, 0, -159380551, -3212506350, 683738890, 2341612498, -7822594386, 1092096567, -26613850610, 62523786690, 31999566475, -76492561168, 0, 221996665165, 3370165300, -922650521455, -166978061143, 204009953842, -1251030838755, -1817341591180, 2446011377710, 425495920060, -2324159985512, 0, 10757395805255, -2394370073982, -1508813032190, 11378184955838, -3950410668000, -4128335716820, 30235682653160, -16325234581140, -24953302681790, -10004288982610, 0, 30608858002052, 54491459514576, 1432156359430, -161888098299720, -217256345223640, 151425760349543, 317242231942095, -3108788230305, -204874753170330, -74471153463450, 0, 756389952005182, 92889188360804, -263697756918585, -717669575131580, -561888845199759, 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Column	Type
an_normalized	double precision[]
angles	double precision[]
char_orbit_index	smallint
conrey_index	integer
dual_conrey_index	integer
dual_embedding_index	integer
dual_embedding_m	integer
embedding_index	integer
embedding_m	integer
embedding_root_imag	double precision
embedding_root_real	double precision
hecke_orbit	integer
hecke_orbit_code	bigint
label	text
level	integer
weight	smallint

mf_hecke_cc • Show schema

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Column	Type
ALdims	integer[]
Nk2	integer
a4_dim	integer
a5_dim	integer
analytic_conductor	double precision
char_conductor	integer
char_degree	integer
char_is_real	boolean
char_orbit_index	smallint
char_orbit_label	text
char_order	integer
char_parity	smallint
char_values	jsonb
conrey_index	integer
cusp_dim	integer
dihedral_dim	integer
dim	integer
eis_dim	integer
eis_new_dim	integer
hecke_cutter_primes	integer[]
hecke_orbit_code	bigint
hecke_orbit_dims	integer[]
label	text
level	integer
level_is_powerful	boolean
level_is_prime	boolean
level_is_prime_power	boolean
level_is_prime_square	boolean
level_is_square	boolean
level_is_squarefree	boolean
level_primes	integer[]
level_radical	integer
mf_dim	integer
mf_new_dim	integer
num_forms	smallint
plus_dim	integer
prim_orbit_index	smallint
relative_dim	integer
s4_dim	integer
sturm_bound	integer
trace_bound	integer
trace_display	numeric[]
traces	numeric[]
weight	smallint
weight_parity	smallint

mf_newspaces • Show schema

{'Nk2': 3179, 'analytic_conductor': 17.85569982422899, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'conrey_index': 2, 'cusp_dim': 60, 'dim': 60, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206443642891, 'hecke_orbit_dims': [60], 'label': '11.17.d', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 68, 'mf_new_dim': 68, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 15, 'sturm_bound': 17, 'trace_bound': 0, 'trace_display': [-5, -150, -7938, 2885320], 'traces': [60, -5, -150, 542263, -7938, -2437125, 2885320, 30474235, -295234379, 0, -159380551, -3212506350, 683738890, 2341612498, -7822594386, 1092096567, -26613850610, 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Column	Type
conductor	integer
degree	integer
order	integer
parity	smallint
source_conrey_index	integer
source_dim	integer
source_embedding_index	integer
source_hecke_orbit_code	bigint
source_is_minimal	boolean
source_label	text
source_level	integer
target_conrey_index	integer
target_dim	integer
target_embedding_index	integer
target_hecke_orbit_code	bigint
target_is_minimal	boolean
target_label	text
target_level	integer
twist_class_label	text
twist_class_level	integer
twisting_char_label	text
twisting_conrey_index	integer
weight	smallint

mf_twists_cc • Show schema

id: 2343049
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 60, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206443642891, 'source_is_minimal': True, 'source_label': '11.17.d.a.6.1', 'source_level': 11, 'target_conrey_index': 6, 'target_dim': 60, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206443642891, 'target_is_minimal': True, 'target_label': '11.17.d.a.6.1', 'target_level': 11, 'twist_class_label': '11.17.d.a.2.1', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 17}
id: 2343050
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 60, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206443642891, 'source_is_minimal': True, 'source_label': '11.17.d.a.6.1', 'source_level': 11, 'target_conrey_index': 2, 'target_dim': 60, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206443642891, 'target_is_minimal': True, 'target_label': '11.17.d.a.2.1', 'target_level': 11, 'twist_class_label': '11.17.d.a.2.1', 'twist_class_level': 11, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 17}

hecke_orbit_code 206443642891 does not appear in mf_hecke_charpolys

Column	Type
char_orbit_index	smallint
hecke_orbit	integer
label	text
level	integer
portrait	text
weight	smallint

mf_newform_portraits • Show schema

{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '11.17.d.a', 'level': 11, 'portrait': 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', 'weight': 17}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema

id: 7242384
{'hecke_orbit_code': 206443642891, 'n': 1, 'trace_an': 60}
id: 7242385
{'hecke_orbit_code': 206443642891, 'n': 2, 'trace_an': -5}
id: 7242386
{'hecke_orbit_code': 206443642891, 'n': 3, 'trace_an': -150}
id: 7242387
{'hecke_orbit_code': 206443642891, 'n': 4, 'trace_an': 542263}
id: 7242388
{'hecke_orbit_code': 206443642891, 'n': 5, 'trace_an': -7938}
id: 7242389
{'hecke_orbit_code': 206443642891, 'n': 6, 'trace_an': -2437125}
id: 7242390
{'hecke_orbit_code': 206443642891, 'n': 7, 'trace_an': 2885320}
id: 7242391
{'hecke_orbit_code': 206443642891, 'n': 8, 'trace_an': 30474235}
id: 7242392
{'hecke_orbit_code': 206443642891, 'n': 9, 'trace_an': -295234379}
id: 7242393
{'hecke_orbit_code': 206443642891, 'n': 10, 'trace_an': 0}
id: 7242394
{'hecke_orbit_code': 206443642891, 'n': 11, 'trace_an': -159380551}
id: 7242395
{'hecke_orbit_code': 206443642891, 'n': 12, 'trace_an': -3212506350}
id: 7242396
{'hecke_orbit_code': 206443642891, 'n': 13, 'trace_an': 683738890}
id: 7242397
{'hecke_orbit_code': 206443642891, 'n': 14, 'trace_an': 2341612498}
id: 7242398
{'hecke_orbit_code': 206443642891, 'n': 15, 'trace_an': -7822594386}
id: 7242399
{'hecke_orbit_code': 206443642891, 'n': 16, 'trace_an': 1092096567}
id: 7242400
{'hecke_orbit_code': 206443642891, 'n': 17, 'trace_an': -26613850610}
id: 7242401
{'hecke_orbit_code': 206443642891, 'n': 18, 'trace_an': 62523786690}
id: 7242402
{'hecke_orbit_code': 206443642891, 'n': 19, 'trace_an': 31999566475}
id: 7242403
{'hecke_orbit_code': 206443642891, 'n': 20, 'trace_an': -76492561168}
id: 7242404
{'hecke_orbit_code': 206443642891, 'n': 21, 'trace_an': 0}
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id: 7242639
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id: 7242640
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Overview	Random
Universe	Knowledge

Classical	Maass
Hilbert	Bianchi

Elliptic curves over $\Q$
Elliptic curves over $\Q(\alpha)$
Genus 2 curves over $\Q$
Higher genus families
Abelian varieties over $\F_{q}$

Introduction

L-functions

Modular forms

Varieties

Fields

Representations

Groups

Database

This project is supported by grants from the US National Science Foundation, the UK Engineering and Physical Sciences Research Council, and the Simons Foundation.