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': 2025, 'analytic_conductor': 11.189607133671538, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [9, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 26, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206410088457, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 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': '9.15.d.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.15.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '14.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.15.d', 'trace_display': [-3, -2199, -107994, -146330], 'traces': [26, -3, -2199, 98303, -107994, 24957, -146330, 0, -5316525, -32772, -15978711, -53795046, -23281436, -349442850, 207365400, -671072257, 0, -2272246668, 195706222, 2822935854, 1958992050, -204235521, -6101133672, 10931998527, 14614789727, 0, -34016586282, -9052979204, 85191770166, 91857763818, 15357554728, -237242922057, 76352726421, -16566014943, 0, -570464313633, -77721425444, 476314869819, 353897273784, -88855733850, -938882938233, 700091392140, -29709800063, 0, -84148700094, 1553142786144, -1272741434580, 803069876301, -945184029255, 3573994524699, -1993755292875, 1825489374856, 0, 6488294941323, -3772940931372, -7790759725422, -10739943123909, 3747043240302, 5874788534451, 1848130753878, -4867968901544, 0, 5766639947244, 1211169309434, -22156719464856, -6375059860230, -8251061484125, 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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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-0.12013759770553366, -0.2102671839722916, -0.4923430543491138, 0.2334114514060371, 0.04032262520082141, -0.045813335903763, -0.32580522041581056, -0.2754754903957353, -0.08596089102986257], 'char_orbit_index': 4, 'conrey_index': 5, 'dual_conrey_index': 2, 'dual_embedding_index': 11, 'dual_embedding_m': 11, 'embedding_index': 11, 'embedding_m': 24, 'hecke_orbit': 1, 'hecke_orbit_code': 206410088457, 'label': '9.15.d.a.5.11', 'level': 9, 'weight': 15}

Column	Type
ALdims	integer[]
ALdims_eis_new	integer[]
ALdims_eis_old	integer[]
ALdims_old	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': 2025, 'analytic_conductor': 11.189607133671538, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [9, 6, [2], [1]], 'conrey_index': 2, 'cusp_dim': 26, 'dim': 26, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206410088457, 'hecke_orbit_dims': [26], 'label': '9.15.d', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 30, 'mf_new_dim': 30, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 13, 'sturm_bound': 15, 'trace_bound': 0, 'trace_display': [-3, -2199, -107994, -146330], 'traces': [26, -3, -2199, 98303, -107994, 24957, -146330, 0, -5316525, -32772, -15978711, -53795046, -23281436, -349442850, 207365400, -671072257, 0, -2272246668, 195706222, 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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: 2335295
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 5, 'target_dim': 26, 'target_embedding_index': 11, 'target_hecke_orbit_code': 206410088457, 'target_is_minimal': True, 'target_label': '9.15.d.a.5.11', 'target_level': 9, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 15}
id: 2335296
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 17, 'target_dim': 26, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206410088475, 'target_is_minimal': False, 'target_label': '27.15.d.a.17.3', 'target_level': 27, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 15}
id: 2335297
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 2, 'target_dim': 26, 'target_embedding_index': 11, 'target_hecke_orbit_code': 206410088457, 'target_is_minimal': True, 'target_label': '9.15.d.a.2.11', 'target_level': 9, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 15}
id: 2335298
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 80, 'target_dim': 26, 'target_embedding_index': 21, 'target_hecke_orbit_code': 68971135057, 'target_is_minimal': False, 'target_label': '81.15.b.a.80.21', 'target_level': 81, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 15}
id: 2335299
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 80, 'target_dim': 26, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68971135057, 'target_is_minimal': False, 'target_label': '81.15.b.a.80.6', 'target_level': 81, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 15}
id: 2335300
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 26, 'source_embedding_index': 11, 'source_hecke_orbit_code': 206410088457, 'source_is_minimal': True, 'source_label': '9.15.d.a.5.11', 'source_level': 9, 'target_conrey_index': 8, 'target_dim': 26, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206410088475, 'target_is_minimal': False, 'target_label': '27.15.d.a.8.3', 'target_level': 27, 'twist_class_label': '9.15.d.a.2.11', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 15}

hecke_orbit_code 206410088457 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': '9.15.d.a', 'level': 9, 'portrait': 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', 'weight': 15}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema

id: 7222776
{'hecke_orbit_code': 206410088457, 'n': 1, 'trace_an': 26}
id: 7222777
{'hecke_orbit_code': 206410088457, 'n': 2, 'trace_an': -3}
id: 7222778
{'hecke_orbit_code': 206410088457, 'n': 3, 'trace_an': -2199}
id: 7222779
{'hecke_orbit_code': 206410088457, 'n': 4, 'trace_an': 98303}
id: 7222780
{'hecke_orbit_code': 206410088457, 'n': 5, 'trace_an': -107994}
id: 7222781
{'hecke_orbit_code': 206410088457, 'n': 6, 'trace_an': 24957}
id: 7222782
{'hecke_orbit_code': 206410088457, 'n': 7, 'trace_an': -146330}
id: 7222783
{'hecke_orbit_code': 206410088457, 'n': 8, 'trace_an': 0}
id: 7222784
{'hecke_orbit_code': 206410088457, 'n': 9, 'trace_an': -5316525}
id: 7222785
{'hecke_orbit_code': 206410088457, 'n': 10, 'trace_an': -32772}
id: 7222786
{'hecke_orbit_code': 206410088457, 'n': 11, 'trace_an': -15978711}
id: 7222787
{'hecke_orbit_code': 206410088457, 'n': 12, 'trace_an': -53795046}
id: 7222788
{'hecke_orbit_code': 206410088457, 'n': 13, 'trace_an': -23281436}
id: 7222789
{'hecke_orbit_code': 206410088457, 'n': 14, 'trace_an': -349442850}
id: 7222790
{'hecke_orbit_code': 206410088457, 'n': 15, 'trace_an': 207365400}
id: 7222791
{'hecke_orbit_code': 206410088457, 'n': 16, 'trace_an': -671072257}
id: 7222792
{'hecke_orbit_code': 206410088457, 'n': 17, 'trace_an': 0}
id: 7222793
{'hecke_orbit_code': 206410088457, 'n': 18, 'trace_an': -2272246668}
id: 7222794
{'hecke_orbit_code': 206410088457, 'n': 19, 'trace_an': 195706222}
id: 7222795
{'hecke_orbit_code': 206410088457, 'n': 20, 'trace_an': 2822935854}
id: 7222796
{'hecke_orbit_code': 206410088457, 'n': 21, 'trace_an': 1958992050}
id: 7222797
{'hecke_orbit_code': 206410088457, 'n': 22, 'trace_an': -204235521}
id: 7222798
{'hecke_orbit_code': 206410088457, 'n': 23, 'trace_an': -6101133672}
id: 7222799
{'hecke_orbit_code': 206410088457, 'n': 24, 'trace_an': 10931998527}
id: 7222800
{'hecke_orbit_code': 206410088457, 'n': 25, 'trace_an': 14614789727}
id: 7222801
{'hecke_orbit_code': 206410088457, 'n': 26, 'trace_an': 0}
id: 7222802
{'hecke_orbit_code': 206410088457, 'n': 27, 'trace_an': -34016586282}
id: 7222803
{'hecke_orbit_code': 206410088457, 'n': 28, 'trace_an': -9052979204}
id: 7222804
{'hecke_orbit_code': 206410088457, 'n': 29, 'trace_an': 85191770166}
id: 7222805
{'hecke_orbit_code': 206410088457, 'n': 30, 'trace_an': 91857763818}
id: 7222806
{'hecke_orbit_code': 206410088457, 'n': 31, 'trace_an': 15357554728}
id: 7222807
{'hecke_orbit_code': 206410088457, 'n': 32, 'trace_an': -237242922057}
id: 7222808
{'hecke_orbit_code': 206410088457, 'n': 33, 'trace_an': 76352726421}
id: 7222809
{'hecke_orbit_code': 206410088457, 'n': 34, 'trace_an': -16566014943}
id: 7222810
{'hecke_orbit_code': 206410088457, 'n': 35, 'trace_an': 0}
id: 7222811
{'hecke_orbit_code': 206410088457, 'n': 36, 'trace_an': -570464313633}
id: 7222812
{'hecke_orbit_code': 206410088457, 'n': 37, 'trace_an': -77721425444}
id: 7222813
{'hecke_orbit_code': 206410088457, 'n': 38, 'trace_an': 476314869819}
id: 7222814
{'hecke_orbit_code': 206410088457, 'n': 39, 'trace_an': 353897273784}
id: 7222815
{'hecke_orbit_code': 206410088457, 'n': 40, 'trace_an': -88855733850}
id: 7222816
{'hecke_orbit_code': 206410088457, 'n': 41, 'trace_an': -938882938233}
id: 7222817
{'hecke_orbit_code': 206410088457, 'n': 42, 'trace_an': 700091392140}
id: 7222818
{'hecke_orbit_code': 206410088457, 'n': 43, 'trace_an': -29709800063}
id: 7222819
{'hecke_orbit_code': 206410088457, 'n': 44, 'trace_an': 0}
id: 7222820
{'hecke_orbit_code': 206410088457, 'n': 45, 'trace_an': -84148700094}
id: 7222821
{'hecke_orbit_code': 206410088457, 'n': 46, 'trace_an': 1553142786144}
id: 7222822
{'hecke_orbit_code': 206410088457, 'n': 47, 'trace_an': -1272741434580}
id: 7222823
{'hecke_orbit_code': 206410088457, 'n': 48, 'trace_an': 803069876301}
id: 7222824
{'hecke_orbit_code': 206410088457, 'n': 49, 'trace_an': -945184029255}
id: 7222825
{'hecke_orbit_code': 206410088457, 'n': 50, 'trace_an': 3573994524699}
id: 7222826
{'hecke_orbit_code': 206410088457, 'n': 51, 'trace_an': -1993755292875}
id: 7222827
{'hecke_orbit_code': 206410088457, 'n': 52, 'trace_an': 1825489374856}
id: 7222828
{'hecke_orbit_code': 206410088457, 'n': 53, 'trace_an': 0}
id: 7222829
{'hecke_orbit_code': 206410088457, 'n': 54, 'trace_an': 6488294941323}
id: 7222830
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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 $\F_{q}$
Belyi maps

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.