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': 2548, 'analytic_conductor': 13.94002076374865, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [13, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137673834509, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 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': '13.14.c.a', 'level': 13, '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': [13], 'level_radical': 13, 'minimal_twist': '13.14.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '13.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.14.c', 'trace_display': [-65, 728, 41860, -173992], 'traces': [28, -65, 728, -53249, 41860, 143910, -173992, 2616978, -5231838, 2769243, 10986144, -45205464, 25107706, -23731756, -75354448, -273433217, 255934950, -350685842, -266623552, -225433091, -2515875856, 77223114, 1914406544, -680727216, 5225878768, -9205789749, 3550452320, -3680076400, 6211296126, 5703660004, 6997674944, 2312486527, 5621901584, -23373723594, 23009265024, 23496114839, 19577630774, 51648723644, 31282255680, -111700587858, -6039692074, 143590583874, 16878499784, -489551846992, -148673926778, 177583142490, 369404914944, 92920518608, -195653684766, -753661423970, 617169279136, -727838751302, -287550769100, 365361720282, 855926433792, 192505368988, -1924513438848, -660641292207, 637655529992, 2555257062384, 1530666437030, 1907899186036, -832654573712, 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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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'dual_conrey_index': 9, 'dual_embedding_index': 9, 'dual_embedding_m': 23, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 1, 'hecke_orbit_code': 137673834509, 'label': '13.14.c.a.3.9', 'level': 13, 'weight': 14}

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': 2548, 'analytic_conductor': 13.94002076374865, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [13, 3, [2], [1]], 'conrey_index': 3, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137673834509, 'hecke_orbit_dims': [28], 'label': '13.14.c', 'level': 13, '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': [13], 'level_radical': 13, 'mf_dim': 32, 'mf_new_dim': 32, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 14, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [-65, 728, 41860, -173992], 'traces': [28, -65, 728, -53249, 41860, 143910, -173992, 2616978, -5231838, 2769243, 10986144, -45205464, 25107706, -23731756, -75354448, -273433217, 255934950, -350685842, 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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: 1663389
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 28, 'source_embedding_index': 9, 'source_hecke_orbit_code': 137673834509, 'source_is_minimal': True, 'source_label': '13.14.c.a.3.9', 'source_level': 13, 'target_conrey_index': 3, 'target_dim': 28, 'target_embedding_index': 9, 'target_hecke_orbit_code': 137673834509, 'target_is_minimal': True, 'target_label': '13.14.c.a.3.9', 'target_level': 13, 'twist_class_label': '13.14.c.a.3.9', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
id: 1663390
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 28, 'source_embedding_index': 9, 'source_hecke_orbit_code': 137673834509, 'source_is_minimal': True, 'source_label': '13.14.c.a.3.9', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014398744363177, 'target_is_minimal': False, 'target_label': '169.14.a.e.1.6', 'target_level': 169, 'twist_class_label': '13.14.c.a.3.9', 'twist_class_level': 13, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 14}
id: 1663391
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 28, 'source_embedding_index': 9, 'source_hecke_orbit_code': 137673834509, 'source_is_minimal': True, 'source_label': '13.14.c.a.3.9', 'source_level': 13, 'target_conrey_index': 9, 'target_dim': 28, 'target_embedding_index': 9, 'target_hecke_orbit_code': 137673834509, 'target_is_minimal': True, 'target_label': '13.14.c.a.9.9', 'target_level': 13, 'twist_class_label': '13.14.c.a.3.9', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 14}
id: 1663392
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 28, 'source_embedding_index': 9, 'source_hecke_orbit_code': 137673834509, 'source_is_minimal': True, 'source_label': '13.14.c.a.3.9', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007199489622185, 'target_is_minimal': False, 'target_label': '169.14.a.c.1.9', 'target_level': 169, 'twist_class_label': '13.14.c.a.3.9', 'twist_class_level': 13, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 14}

hecke_orbit_code 137673834509 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': 3, 'hecke_orbit': 1, 'label': '13.14.c.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 14}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema

id: 6225571
{'hecke_orbit_code': 137673834509, 'n': 1, 'trace_an': 28}
id: 6225572
{'hecke_orbit_code': 137673834509, 'n': 2, 'trace_an': -65}
id: 6225573
{'hecke_orbit_code': 137673834509, 'n': 3, 'trace_an': 728}
id: 6225574
{'hecke_orbit_code': 137673834509, 'n': 4, 'trace_an': -53249}
id: 6225575
{'hecke_orbit_code': 137673834509, 'n': 5, 'trace_an': 41860}
id: 6225576
{'hecke_orbit_code': 137673834509, 'n': 6, 'trace_an': 143910}
id: 6225577
{'hecke_orbit_code': 137673834509, 'n': 7, 'trace_an': -173992}
id: 6225578
{'hecke_orbit_code': 137673834509, 'n': 8, 'trace_an': 2616978}
id: 6225579
{'hecke_orbit_code': 137673834509, 'n': 9, 'trace_an': -5231838}
id: 6225580
{'hecke_orbit_code': 137673834509, 'n': 10, 'trace_an': 2769243}
id: 6225581
{'hecke_orbit_code': 137673834509, 'n': 11, 'trace_an': 10986144}
id: 6225582
{'hecke_orbit_code': 137673834509, 'n': 12, 'trace_an': -45205464}
id: 6225583
{'hecke_orbit_code': 137673834509, 'n': 13, 'trace_an': 25107706}
id: 6225584
{'hecke_orbit_code': 137673834509, 'n': 14, 'trace_an': -23731756}
id: 6225585
{'hecke_orbit_code': 137673834509, 'n': 15, 'trace_an': -75354448}
id: 6225586
{'hecke_orbit_code': 137673834509, 'n': 16, 'trace_an': -273433217}
id: 6225587
{'hecke_orbit_code': 137673834509, 'n': 17, 'trace_an': 255934950}
id: 6225588
{'hecke_orbit_code': 137673834509, 'n': 18, 'trace_an': -350685842}
id: 6225589
{'hecke_orbit_code': 137673834509, 'n': 19, 'trace_an': -266623552}
id: 6225590
{'hecke_orbit_code': 137673834509, 'n': 20, 'trace_an': -225433091}
id: 6225591
{'hecke_orbit_code': 137673834509, 'n': 21, 'trace_an': -2515875856}
id: 6225592
{'hecke_orbit_code': 137673834509, 'n': 22, 'trace_an': 77223114}
id: 6225593
{'hecke_orbit_code': 137673834509, 'n': 23, 'trace_an': 1914406544}
id: 6225594
{'hecke_orbit_code': 137673834509, 'n': 24, 'trace_an': -680727216}
id: 6225595
{'hecke_orbit_code': 137673834509, 'n': 25, 'trace_an': 5225878768}
id: 6225596
{'hecke_orbit_code': 137673834509, 'n': 26, 'trace_an': -9205789749}
id: 6225597
{'hecke_orbit_code': 137673834509, 'n': 27, 'trace_an': 3550452320}
id: 6225598
{'hecke_orbit_code': 137673834509, 'n': 28, 'trace_an': -3680076400}
id: 6225599
{'hecke_orbit_code': 137673834509, 'n': 29, 'trace_an': 6211296126}
id: 6225600
{'hecke_orbit_code': 137673834509, 'n': 30, 'trace_an': 5703660004}
id: 6225601
{'hecke_orbit_code': 137673834509, 'n': 31, 'trace_an': 6997674944}
id: 6225602
{'hecke_orbit_code': 137673834509, 'n': 32, 'trace_an': 2312486527}
id: 6225603
{'hecke_orbit_code': 137673834509, 'n': 33, 'trace_an': 5621901584}
id: 6225604
{'hecke_orbit_code': 137673834509, 'n': 34, 'trace_an': -23373723594}
id: 6225605
{'hecke_orbit_code': 137673834509, 'n': 35, 'trace_an': 23009265024}
id: 6225606
{'hecke_orbit_code': 137673834509, 'n': 36, 'trace_an': 23496114839}
id: 6225607
{'hecke_orbit_code': 137673834509, 'n': 37, 'trace_an': 19577630774}
id: 6225608
{'hecke_orbit_code': 137673834509, 'n': 38, 'trace_an': 51648723644}
id: 6225609
{'hecke_orbit_code': 137673834509, 'n': 39, 'trace_an': 31282255680}
id: 6225610
{'hecke_orbit_code': 137673834509, 'n': 40, 'trace_an': -111700587858}
id: 6225611
{'hecke_orbit_code': 137673834509, 'n': 41, 'trace_an': -6039692074}
id: 6225612
{'hecke_orbit_code': 137673834509, 'n': 42, 'trace_an': 143590583874}
id: 6225613
{'hecke_orbit_code': 137673834509, 'n': 43, 'trace_an': 16878499784}
id: 6225614
{'hecke_orbit_code': 137673834509, 'n': 44, 'trace_an': -489551846992}
id: 6225615
{'hecke_orbit_code': 137673834509, 'n': 45, 'trace_an': -148673926778}
id: 6225616
{'hecke_orbit_code': 137673834509, 'n': 46, 'trace_an': 177583142490}
id: 6225617
{'hecke_orbit_code': 137673834509, 'n': 47, 'trace_an': 369404914944}
id: 6225618
{'hecke_orbit_code': 137673834509, 'n': 48, 'trace_an': 92920518608}
id: 6225619
{'hecke_orbit_code': 137673834509, 'n': 49, 'trace_an': -195653684766}
id: 6225620
{'hecke_orbit_code': 137673834509, 'n': 50, 'trace_an': -753661423970}
id: 6225621
{'hecke_orbit_code': 137673834509, 'n': 51, 'trace_an': 617169279136}
id: 6225622
{'hecke_orbit_code': 137673834509, 'n': 52, 'trace_an': -727838751302}
id: 6225623
{'hecke_orbit_code': 137673834509, 'n': 53, 'trace_an': -287550769100}
id: 6225624
{'hecke_orbit_code': 137673834509, 'n': 54, 'trace_an': 365361720282}
id: 6225625
{'hecke_orbit_code': 137673834509, 'n': 55, 'trace_an': 855926433792}
id: 6225626
{'hecke_orbit_code': 137673834509, 'n': 56, 'trace_an': 192505368988}
id: 6225627
{'hecke_orbit_code': 137673834509, 'n': 57, 'trace_an': -1924513438848}
id: 6225628
{'hecke_orbit_code': 137673834509, 'n': 58, 'trace_an': -660641292207}
id: 6225629
{'hecke_orbit_code': 137673834509, 'n': 59, 'trace_an': 637655529992}
id: 6225630
{'hecke_orbit_code': 137673834509, 'n': 60, 'trace_an': 2555257062384}
id: 6225631
{'hecke_orbit_code': 137673834509, 'n': 61, 'trace_an': 1530666437030}
id: 6225632
{'hecke_orbit_code': 137673834509, 'n': 62, 'trace_an': 1907899186036}
id: 6225633
{'hecke_orbit_code': 137673834509, 'n': 63, 'trace_an': -832654573712}
id: 6225634
{'hecke_orbit_code': 137673834509, 'n': 64, 'trace_an': 632232280450}
id: 6225635
{'hecke_orbit_code': 137673834509, 'n': 65, 'trace_an': -2489693680994}
id: 6225636
{'hecke_orbit_code': 137673834509, 'n': 66, 'trace_an': -270853649100}
id: 6225637
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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.