LMFDB - 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': 1452, 'analytic_conductor': 8.384320328611864, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [2844, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098755, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.22.a.a', 'level': 3, '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': [3], 'level_radical': 3, 'minimal_twist': '3.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2844q^{2}-3^{10}q^{3}+5991184q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.22.a', 'trace_display': [-2844, -59049, 3109950, 363303920], 'trace_hash': 2240667769358617977, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.007', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.008', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.011', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '5.073', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -2844, 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Column	Type
an	jsonb
ap	jsonb
char_orbit_index	smallint
field_poly	numeric[]
hecke_orbit_code	bigint
hecke_ring_character_values	jsonb
hecke_ring_cyclotomic_generator	integer
hecke_ring_denominators	numeric[]
hecke_ring_inverse_denominators	numeric[]
hecke_ring_inverse_numerators	numeric[]
hecke_ring_numerators	numeric[]
hecke_ring_power_basis	boolean
hecke_ring_rank	integer
label	text
level	integer
maxp	integer
weight	smallint

mf_hecke_nf • Show schema

{'an': [[1], [-2844], [-59049], [5991184], [3109950], [167935356], [363303920], [-11074627008], [3486784401], [-8844697800], [14581833156], [-353773424016], [113350790702], [-1033236348480], [-183639437550], [18931815702784], [-8589389597982], [-9916414836444], [-29202939273796], [18632282680800], [-21452733172080], [-41470733495664], [-155899214954280], [653945650195392], [-467165369200625], [-322369648756488], [-205891132094649], [2176620632641280], [2400788707090758], [522270560392200], [2239820676947000], [-30616907679636480], [-861042666028644], [24428224016660808], [1129857026004000], [20889966914720784], [-30785069383298890], [83053159294675824], [-6693250840162398], [-34441536263529600], [-103207571041281030], [61011573141395520], [-165557270617488124], [87362445494896704], [10843725147889950], [443377367329972320], [-66587216226477408], [-1117904785433692416], [-426556125795917607], [1328618310006577500], [507194866371239118], [679105443641171168], [435422766592881630], 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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

{'ALdims': [2, 2], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [1, 1], 'Nk2': 1452, 'analytic_conductor': 8.384320328611864, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 6, 'dim': 4, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098755, 'hecke_orbit_dims': [1, 1, 2], 'label': '3.22.a', 'level': 3, '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': [3], 'level_radical': 3, 'mf_dim': 8, 'mf_new_dim': 4, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 7, 'trace_bound': 2, 'trace_display': [-450, 0, -37405944, 1581629840], 'traces': [4, -450, 0, 8059252, -37405944, 105225318, 1581629840, -10735548120, 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Column	Type
conductor	integer
degree	integer
multiplicity	smallint
order	integer
parity	smallint
self_twist_disc	integer
source_char_orbit	smallint
source_dim	integer
source_hecke_orbit	integer
source_is_minimal	boolean
source_label	text
source_level	integer
target_char_orbit	smallint
target_dim	integer
target_hecke_orbit	integer
target_is_minimal	boolean
target_label	text
target_level	integer
twist_class_label	text
twist_class_level	integer
twisting_char_label	text
twisting_char_orbit	smallint
weight	smallint

mf_twists_nf • Show schema

id: 895
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.22.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.22.a.a', 'target_level': 3, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
id: 896
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.22.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '9.22.a.d', 'target_level': 9, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
id: 897
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.22.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.22.a.e', 'target_level': 48, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
id: 898
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.22.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.22.a.c', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
id: 899
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.22.a.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.b.a', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}

Column	Type
charpoly_factorization	jsonb
hecke_orbit_code	bigint
p	integer

mf_hecke_charpolys • Show schema

id: 9300
{'charpoly_factorization': [[[2844, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 2}
id: 9301
{'charpoly_factorization': [[[59049, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 3}
id: 9302
{'charpoly_factorization': [[[-3109950, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 5}
id: 9303
{'charpoly_factorization': [[[-363303920, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 7}
id: 9304
{'charpoly_factorization': [[[-14581833156, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 11}
id: 9305
{'charpoly_factorization': [[[-113350790702, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 13}
id: 9306
{'charpoly_factorization': [[[8589389597982, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 17}
id: 9307
{'charpoly_factorization': [[[29202939273796, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 19}
id: 9308
{'charpoly_factorization': [[[155899214954280, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 23}
id: 9309
{'charpoly_factorization': [[[-2400788707090758, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 29}
id: 9310
{'charpoly_factorization': [[[-2239820676947000, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 31}
id: 9311
{'charpoly_factorization': [[[30785069383298890, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 37}
id: 9312
{'charpoly_factorization': [[[103207571041281030, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 41}
id: 9313
{'charpoly_factorization': [[[165557270617488124, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 43}
id: 9314
{'charpoly_factorization': [[[66587216226477408, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 47}
id: 9315
{'charpoly_factorization': [[[-435422766592881630, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 53}
id: 9316
{'charpoly_factorization': [[[-5534365798259081316, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 59}
id: 9317
{'charpoly_factorization': [[[7176205164722961202, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 61}
id: 9318
{'charpoly_factorization': [[[15755449453068299812, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 67}
id: 9319
{'charpoly_factorization': [[[-26457854874259376232, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 71}
id: 9320
{'charpoly_factorization': [[[-13471249335464801450, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 73}
id: 9321
{'charpoly_factorization': [[[16886125085525986840, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 79}
id: 9322
{'charpoly_factorization': [[[170687980457962587972, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 83}
id: 9323
{'charpoly_factorization': [[[312592486939587043686, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 89}
id: 9324
{'charpoly_factorization': [[[-949014545286007636418, 1], 1]], 'hecke_orbit_code': 369098755, 'p': 97}

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': 1, 'hecke_orbit': 1, 'label': '3.22.a.a', 'level': 3, 'portrait': 'data:image/png;base64,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', 'weight': 22}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema
Showing the first 100 of 258 matching records in this table.

id: 3990744
{'hecke_orbit_code': 369098755, 'n': 1, 'trace_an': 1}
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id: 3990819
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id: 3990820
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id: 3990821
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id: 3990822
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id: 3990828
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id: 3990829
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id: 3990831
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id: 3990832
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id: 3990833
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id: 3990834
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id: 3990835
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id: 3990838
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id: 3990839
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id: 3990840
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id: 3990841
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id: 3990842
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id: 3990843
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Overview	Random
Universe	Knowledge

Classical	Maass
Hilbert	Bianchi

Elliptic curves over $\Q$ over number fields
Genus 2 curves
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.