LMFDB - Newform data

Formats: - HTML - YAML - JSON - 2026-08-11T14:24:34.462514

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': 3840, 'analytic_conductor': 18.743101529047305, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, -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': [60, 1, [31, 41, 37], [1, 1, 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': [[7, [832, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588284, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '60.8.a.b', 'level': 60, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '60.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+5^{3}q^{5}-832q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '60.8.a', 'trace_display': [0, -27, 125, -832], 'trace_hash': 1607166235488194867, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.992', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.971', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.876', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 0, -27, 0, 125, 0, -832, 0, 729, 0, 3156, 0, -7690, 0, -3375, 0, 258, 0, 45740, 0, 22464, 0, 104832, 0, 15625, 0, -19683, 0, 38646, 0, 192224, 0, -85212, 0, -104000, 0, 403454, 0, 207630, 0, 86010, 0, -127348, 0, 91125, 0, 601272, 0, -131319, 0, -6966, 0, -1628226, 0, 394500, 0, -1234980, 0, 198996, 0, 1209782, 0, -606528, 0, -961250, 0, -699388, 0, -2830464, 0, -4939320, 0, -1275334, 0, -421875, 0, -2625792, 0, 6559712, 0, 531441, 0, -3108348, 0, 32250, 0, -1043442, 0, 5542410, 0, 6398080, 0, -5190048, 0, 5717500, 0, 4513346, 0, 2300724, 0, -10958802, 0, 16018448, 0, 2808000, 0, 7601244, 0, 20953382, 0, -10893258, 0, -9605694, 0, 13104000, 0, -5606010, 0, -214656, 0, -9526835, 0, -2322270, 0, 1953125, 0, 15012488, 0, 3438396, 0, 32631132, 0, -38055680, 0, -2460375, 0, -40021686, 0, 46742324, 0, -16234344, 0, -24269640, 0, 4830750, 0, 3545613, 0, 39385182, 0, -63991960, 0, 188082, 0, 24028000, 0, -43934554, 0, 43962102, 0, -87220224, 0, -91916140, 0, -10651500, 0, -12538176, 0, -3612417, 0, 33344460, 0, -104411322, 0, -13000000, 0, -5372892, 0, 71078076, 0, 48692030, 0, -32664114, 0, 50431750, 0, 814248, 0, 16376256, 0, 102523824, 0, -22960702, 0, 25953750, 0, 170675502, 0, -18512728, 0, 18883476, 0, -32153472, 0, 10751250, 0, 76422528, 0, 144355440, 0, -126039460, 0, 133361640, 0, -15918500, 0, -159930368, 0, 34434018, 0, -1984020, 0, -167908360, 0, 11390625, 0, 256474020, 0, 328302254, 0, 70896384, 0, 114740490, 0, 75159000, 0, -177112224, 0, -252620208, 0, -8471662, 0, -14348907, 0, -16414875, 0, -351740600, 0, 83925396, 0, -312793212, 0, 330849792, 0, -870750, 0, -71277006, 0, -335673728, 0, 28172934, 0, 139551792, 0, -203528250, 0, -149645070, 0, -285983706, 0, 164573264, 0, -172748160, 0, 49312500, 0, 486667886, 0, 140131296, 0, -86677494, 0, 52594076, 0, -154372500, 0, -71560320, 0, -410272109, 0, -121860342, 0, -147536274, 0, 24874500, 0, -62119548, 0, -806158080, 0, 105953536, 0, 295887654, 0, 151222750, 0, -303686476, 0, -432498096, 0, 327473304, 0, 765611498, 0, -75816000, 0, 526544118, 0, 121966776, 0, -205233588, 0, 11800920, 0, -120156250, 0, -565741314, 0, -500258304, 0, 439450532, 0, 294117966, 0, -87423500, 0, 1122390674, 0, 259353738, 0, 606658944, 0, 794445184, 0, -353808000, 0, 1238637804, 0, 1550594294, 0, 151362270, 0, -945768654, 0, -617415000, 0, 5795712, 0, -1634654184, 0, 1198275861, 0, 257224545, 0, -159416750, 0, -1123264552, 0, 62701290, 0, 1354684032, 0, 1428674702, 0, -52734375, 0, -297187740, 0, -777825148, 0, -405337176, 0, 1462985496, 0, -328224000, 0, -92836692, 0, -1583321106, 0, 27046656, 0, -881040564, 0, 819964000, 0, -1127252746, 0, 1027503360, 0, -2489084814, 0, -1478202560, 0, 66430125, 0, 1273300824, 0, -1452321046, 0, 1080585522, 0, -165564672, 0, -388543500, 0, -1262042748, 0, -276421812, 0, -1738777330, 0, 438327288, 0, 4031250, 0, -1006538624, 0, 655280280, 0, -326210112, 0, -745470382, 0, -130430250, 0, 4795015680, 0, 1751919992, 0, -95731551, 0, -1660101732, 0, 692801250, 0, -1063399914, 0, -2950351998, 0, 271447560, 0, 1727782920, 0, 799760000, 0, -1996000390, 0, -5078214, 0, -1965763194, 0, -425970904, 0, -648756000, 0, -350650956, 0, 581890816, 0, 1186232958, 0, -401910288, 0, 714687500, 0, -1186976754, 0, 3460747776, 0, -3102561260, 0, 2354946048, 0, 564168250, 0, -3286790944, 0, 2481735780, 0, 3802262964, 0, 9970668, 0, 287590500, 0, 4109514240, 0, -821368084, 0, 338530752, 0, -2594270112, 0, -1369850250, 0, 97535259, 0, 3761353878, 0, 1061077888, 0, -900300420, 0, 2002306000, 0, 1897614432, 0, 2819105694, 0, -5558861958, 0, 1412922956, 0, 351000000, 0, 49593792, 0, 7584922777, 0, 145068084, 0, -661416900, 0, 950155500, 0, -1919108052, 0, -414442764, 0, 1546868438, 0, -1314684810, 0, 2619172750, 0, -5265078364, 0, 881931078, 0, 1767668040, 0, -5457680384, 0, -1361657250, 0, 5299646406, 0, 979306120, 0, -21984696, 0, -4826567100, 0, -1200711750, 0, -442158912, 0, -6049190646, 0, 1563328820, 0, -2768143248, 0, 1638000000, 0, 5788470146, 0, 619938954, 0, 2586145536, 0, -5138681256, 0, -700751250, 0, -99822372, 0, 8792325760, 0, -4608238554, 0, -5190677598, 0, -26832000, 0, 499843656, 0, -9964012536, 0, -6853111702, 0, -509853852, 0, -1190854375, 0, -5510385976, 0, 868143744, 0, -4623781680, 0, 3783844766, 0, -290283750, 0, -1543291638, 0, 3539133236, 0, -2063408256, 0, -4611285120, 0, 244140625, 0, -3897596880, 0, 104091132, 0, -1806253528, 0, 3403065420, 0, 1876561000, 0, 1009843110, 0, -3600764280, 0, 2739036834, 0, 6586464308, 0, 429799500, 0, -3908697696, 0, 628031376, 0, 4318119936, 0, 4432524102, 0, 4078891500, 0, -929718486, 0, 4088985852, 0, 11551942238, 0, 53568540, 0, -4756960000, 0, 4051337472, 0, 4533525720, 0, 3818071992, 0, 1258209890, 0, -307546875, 0, 2844924078, 0, -3755103872, 0, -6924798540, 0, -11254163412, 0, -5002710750, 0, -8864160858, 0, 12521057940, 0, 11601917468, 0, -1914202368, 0, 5842790500, 0, 22190580, 0, -3097993230, 0, -14797615434, 0, 18453985960, 0, -2029293000, 0, 9117723264, 0, -5609116594, 0, 4782030048, 0, 20151226368, 0, 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-318624840, 0, -274033452, 0, -38889613568, 0, 3244218750, 0, -24296882814, 0, 17491845960, 0, 15275015478, 0, -1316402304, 0, 21334437750, 0, 13506974208, 0, -13350145536, 0, 73758848, 0, -11865164364, 0, -2314091000, 0, -3661968898, 0, -7941185082, 0], 'weight': 8, 'weight_parity': 1}

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], [0], [-27], [0], [125], [0], [-832], [0], [729], [0], [3156], [0], [-7690], [0], [-3375], [0], [258], [0], [45740], [0], [22464], [0], [104832], [0], [15625], [0], [-19683], [0], [38646], [0], [192224], [0], [-85212], [0], [-104000], [0], [403454], [0], [207630], [0], [86010], [0], [-127348], [0], [91125], [0], [601272], [0], [-131319], [0], [-6966], [0], [-1628226], [0], [394500], [0], [-1234980], [0], [198996], [0], [1209782], [0], [-606528], [0], [-961250], [0], [-699388], [0], [-2830464], [0], [-4939320], [0], [-1275334], [0], [-421875], [0], [-2625792], [0], [6559712], [0], [531441], [0], [-3108348], [0], [32250], [0], [-1043442], [0], [5542410], [0], [6398080], [0], [-5190048], [0], [5717500], [0], [4513346], [0], [2300724], [0]], 'ap': [[0], [-27], [125], [-832], [3156], [-7690], [258], [45740], [104832], [38646], [192224], [403454], [86010], [-127348], [601272], [-1628226], [198996], [1209782], [-699388], [-4939320], [-1275334], [6559712], [-3108348], [5542410], [4513346], [-10958802], [16018448], [7601244], [20953382], [-9605694], [15012488], [32631132], [-40021686], [46742324], [39385182], [-63991960], [-43934554], [-91916140], [-12538176], [-104411322], [71078076], [48692030], [102523824], [-22960702], [170675502], [-18512728], [-126039460], [-167908360], [256474020], [328302254], [114740490], [-252620208], [-8471662], [-312793212], [-71277006], [139551792], [-285983706], [164573264], [486667886], [-86677494], [52594076], [-147536274], [-303686476], [327473304], [765611498], [526544118], [439450532], [1122390674], [1238637804], [1550594294], [-945768654], [-1634654184], [-1123264552], [1428674702], [-777825148], [1462985496], [-1583321106], [-1127252746], [-2489084814], [-1452321046], [-276421812], [-1738777330], [-326210112], [-745470382], [1751919992], [-1660101732], [-2950351998], [-1996000390], [-1965763194], [-425970904], [-350650956], [3460747776], [-3286790944], [3802262964], [-821368084], [-2594270112], [3761353878], [-5558861958], [1412922956], [1546868438], [-5265078364], [5299646406], [-4826567100], [-6049190646], [1563328820], [5788470146], [-99822372], [-5190677598], [-9964012536], [-6853111702], [-5510385976], [3783844766], [-1543291638], [3539133236], [-1806253528], [2739036834], [6586464308], [-3908697696], [4432524102], [4088985852], [11551942238], [1258209890], [2844924078], [-11254163412], [11601917468], [-14797615434], [-5609116594], [-17757867408], [11268824336], [4404440102], [-11136387940], [20912394768], [11885816912], [-3688964338], [5449582602], [-13599901822], [2479482414], [-19064531404], [14137315446], [-12259987206], [10144329380], [-10964608194], [7729406816], [-28037902164], [-22930857322], [-3416182824], [5732912174], [-11748388134], [-6751913980], [-5997173256], [-8044751338], [18045281970], [-5336619676], [8241372048], [30111522524], [-8871978912], [-1755428488], [41219920482], [34168841594], [-25399386330], [-23608600716], [-44609682342], [41242540640], [-274033452], [-24296882814], [-1316402304], [73758848], [-3661968898]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588284, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '60.8.a.b', 'level': 60, 'maxp': 997, 'weight': 8}

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': [0, 0, 0, 0, 1, 1, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 1, 1, 1, 1], 'ALdims_old': [11, 8, 9, 10, 9, 9, 8, 10], 'Nk2': 3840, 'analytic_conductor': 18.743101529047305, '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': [60, 1, [31, 41, 37], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 78, 'dim': 4, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217788, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '60.8.a', 'level': 60, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 90, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, 0, -1120], 'traces': [4, 0, 0, 0, 0, 0, -1120, 0, 2916, 0, 5664, 0, -22000, 0, 0, 0, 50640, 0, -27040, 0, -40824, 0, 6720, 0, 62500, 0, 0, 0, -157296, 0, 324176, 0, -184680, 0, -420000, 0, 238400, 0, 524880, 0, 572040, 0, -1576960, 0, 0, 0, 408000, 0, 445764, 0, 1251936, 0, -1276800, 0, -930000, 0, -1516320, 0, 1729824, 0, 2207528, 0, -816480, 0, -645000, 0, 2594240, 0, -3681936, 0, -819360, 0, -160840, 0, 0, 0, 6568800, 0, -5218672, 0, 2125764, 0, -8690880, 0, 1485000, 0, 5171040, 0, 4408920, 0, 1720480, 0, 7698240, 0, 4740000, 0, -26632600, 0, 4129056, 0, -25661328, 0, 22960640, 0, 1215000, 0, -8984640, 0, 21467048, 0, -16831152, 0, 54921120, 0, 5640000, 0, -16038000, 0, -40324704, 0, -30105260, 0, -17962560, 0, 0, 0, 33116480, 0, 13541904, 0, 58617888, 0, -13485920, 0, 0, 0, -20410560, 0, -20541184, 0, 18110304, 0, -24859200, 0, -9975000, 0, 6531840, 0, -1521792, 0, -63586000, 0, 36916560, 0, 36240000, 0, 27901520, 0, 31360608, 0, -9036096, 0, -31006720, 0, -25515000, 0, 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-9930833760, 0, 7501740000, 0, 47945046960, 0, 75231357408, 0, 5941220100, 0, -6549802560, 0, -418230000, 0, 41178961280, 0, -33085208160, 0, 51572120352, 0, 12459675040, 0, 8201250000, 0, -124902795600, 0, 34580560320, 0, 15649477992, 0, 43177087680, 0, 22781715000, 0, 17455798080, 0, 33038510016, 0, 29523523952, 0, -48211044480, 0, -51021960000, 0, 26196587600, 0, -12269909808, 0], 'weight': 8, 'weight_parity': 1}

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: 50270
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '60.8.a.b', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '60.8.a.b', 'target_level': 60, 'twist_class_label': '60.8.a.b', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
id: 50271
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '60.8.a.b', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '180.8.a.b', 'target_level': 180, 'twist_class_label': '60.8.a.b', 'twist_class_level': 60, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50272
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '60.8.a.b', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '240.8.a.n', 'target_level': 240, 'twist_class_label': '60.8.a.b', 'twist_class_level': 60, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50273
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '60.8.a.b', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '300.8.a.h', 'target_level': 300, 'twist_class_label': '60.8.a.b', 'twist_class_level': 60, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50274
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '60.8.a.b', 'source_level': 60, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '300.8.d.e', 'target_level': 300, 'twist_class_label': '60.8.a.b', 'twist_class_level': 60, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}

Column	Type
charpoly_factorization	jsonb
hecke_orbit_code	bigint
p	integer

mf_hecke_charpolys • Show schema

id: 195350
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 2}
id: 195351
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 3}
id: 195352
{'charpoly_factorization': [[[-125, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 5}
id: 195353
{'charpoly_factorization': [[[832, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 7}
id: 195354
{'charpoly_factorization': [[[-3156, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 11}
id: 195355
{'charpoly_factorization': [[[7690, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 13}
id: 195356
{'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 17}
id: 195357
{'charpoly_factorization': [[[-45740, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 19}
id: 195358
{'charpoly_factorization': [[[-104832, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 23}
id: 195359
{'charpoly_factorization': [[[-38646, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 29}
id: 195360
{'charpoly_factorization': [[[-192224, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 31}
id: 195361
{'charpoly_factorization': [[[-403454, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 37}
id: 195362
{'charpoly_factorization': [[[-86010, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 41}
id: 195363
{'charpoly_factorization': [[[127348, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 43}
id: 195364
{'charpoly_factorization': [[[-601272, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 47}
id: 195365
{'charpoly_factorization': [[[1628226, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 53}
id: 195366
{'charpoly_factorization': [[[-198996, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 59}
id: 195367
{'charpoly_factorization': [[[-1209782, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 61}
id: 195368
{'charpoly_factorization': [[[699388, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 67}
id: 195369
{'charpoly_factorization': [[[4939320, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 71}
id: 195370
{'charpoly_factorization': [[[1275334, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 73}
id: 195371
{'charpoly_factorization': [[[-6559712, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 79}
id: 195372
{'charpoly_factorization': [[[3108348, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 83}
id: 195373
{'charpoly_factorization': [[[-5542410, 1], 1]], 'hecke_orbit_code': 4503599761588284, 'p': 89}
id: 195374
{'charpoly_factorization': [[[-4513346, 1], 1]], 'hecke_orbit_code': 4503599761588284, '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': 2, 'label': '60.8.a.b', 'level': 60, 'portrait': 'data:image/png;base64,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', 'weight': 8}

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: 19536858
{'hecke_orbit_code': 4503599761588284, 'n': 1, 'trace_an': 1}
id: 19536859
{'hecke_orbit_code': 4503599761588284, 'n': 2, 'trace_an': 0}
id: 19536860
{'hecke_orbit_code': 4503599761588284, 'n': 3, 'trace_an': -27}
id: 19536861
{'hecke_orbit_code': 4503599761588284, 'n': 4, 'trace_an': 0}
id: 19536862
{'hecke_orbit_code': 4503599761588284, 'n': 5, 'trace_an': 125}
id: 19536863
{'hecke_orbit_code': 4503599761588284, 'n': 6, 'trace_an': 0}
id: 19536864
{'hecke_orbit_code': 4503599761588284, 'n': 7, 'trace_an': -832}
id: 19536865
{'hecke_orbit_code': 4503599761588284, 'n': 8, 'trace_an': 0}
id: 19536866
{'hecke_orbit_code': 4503599761588284, 'n': 9, 'trace_an': 729}
id: 19536867
{'hecke_orbit_code': 4503599761588284, 'n': 10, 'trace_an': 0}
id: 19536868
{'hecke_orbit_code': 4503599761588284, 'n': 11, 'trace_an': 3156}
id: 19536869
{'hecke_orbit_code': 4503599761588284, 'n': 12, 'trace_an': 0}
id: 19536870
{'hecke_orbit_code': 4503599761588284, 'n': 13, 'trace_an': -7690}
id: 19536871
{'hecke_orbit_code': 4503599761588284, 'n': 14, 'trace_an': 0}
id: 19536872
{'hecke_orbit_code': 4503599761588284, 'n': 15, 'trace_an': -3375}
id: 19536873
{'hecke_orbit_code': 4503599761588284, 'n': 16, 'trace_an': 0}
id: 19536874
{'hecke_orbit_code': 4503599761588284, 'n': 17, 'trace_an': 258}
id: 19536875
{'hecke_orbit_code': 4503599761588284, 'n': 18, 'trace_an': 0}
id: 19536876
{'hecke_orbit_code': 4503599761588284, 'n': 19, 'trace_an': 45740}
id: 19536877
{'hecke_orbit_code': 4503599761588284, 'n': 20, 'trace_an': 0}
id: 19536878
{'hecke_orbit_code': 4503599761588284, 'n': 21, 'trace_an': 22464}
id: 19536879
{'hecke_orbit_code': 4503599761588284, 'n': 22, 'trace_an': 0}
id: 19536880
{'hecke_orbit_code': 4503599761588284, 'n': 23, 'trace_an': 104832}
id: 19536881
{'hecke_orbit_code': 4503599761588284, 'n': 24, 'trace_an': 0}
id: 19536882
{'hecke_orbit_code': 4503599761588284, 'n': 25, 'trace_an': 15625}
id: 19536883
{'hecke_orbit_code': 4503599761588284, 'n': 26, 'trace_an': 0}
id: 19536884
{'hecke_orbit_code': 4503599761588284, 'n': 27, 'trace_an': -19683}
id: 19536885
{'hecke_orbit_code': 4503599761588284, 'n': 28, 'trace_an': 0}
id: 19536886
{'hecke_orbit_code': 4503599761588284, 'n': 29, 'trace_an': 38646}
id: 19536887
{'hecke_orbit_code': 4503599761588284, 'n': 30, 'trace_an': 0}
id: 19536888
{'hecke_orbit_code': 4503599761588284, 'n': 31, 'trace_an': 192224}
id: 19536889
{'hecke_orbit_code': 4503599761588284, 'n': 32, 'trace_an': 0}
id: 19536890
{'hecke_orbit_code': 4503599761588284, 'n': 33, 'trace_an': -85212}
id: 19536891
{'hecke_orbit_code': 4503599761588284, 'n': 34, 'trace_an': 0}
id: 19536892
{'hecke_orbit_code': 4503599761588284, 'n': 35, 'trace_an': -104000}
id: 19536893
{'hecke_orbit_code': 4503599761588284, 'n': 36, 'trace_an': 0}
id: 19536894
{'hecke_orbit_code': 4503599761588284, 'n': 37, 'trace_an': 403454}
id: 19536895
{'hecke_orbit_code': 4503599761588284, 'n': 38, 'trace_an': 0}
id: 19536896
{'hecke_orbit_code': 4503599761588284, 'n': 39, 'trace_an': 207630}
id: 19536897
{'hecke_orbit_code': 4503599761588284, 'n': 40, 'trace_an': 0}
id: 19536898
{'hecke_orbit_code': 4503599761588284, 'n': 41, 'trace_an': 86010}
id: 19536899
{'hecke_orbit_code': 4503599761588284, 'n': 42, 'trace_an': 0}
id: 19536900
{'hecke_orbit_code': 4503599761588284, 'n': 43, 'trace_an': -127348}
id: 19536901
{'hecke_orbit_code': 4503599761588284, 'n': 44, 'trace_an': 0}
id: 19536902
{'hecke_orbit_code': 4503599761588284, 'n': 45, 'trace_an': 91125}
id: 19536903
{'hecke_orbit_code': 4503599761588284, 'n': 46, 'trace_an': 0}
id: 19536904
{'hecke_orbit_code': 4503599761588284, 'n': 47, 'trace_an': 601272}
id: 19536905
{'hecke_orbit_code': 4503599761588284, 'n': 48, 'trace_an': 0}
id: 19536906
{'hecke_orbit_code': 4503599761588284, 'n': 49, 'trace_an': -131319}
id: 19536907
{'hecke_orbit_code': 4503599761588284, 'n': 50, 'trace_an': 0}
id: 19536908
{'hecke_orbit_code': 4503599761588284, 'n': 51, 'trace_an': -6966}
id: 19536909
{'hecke_orbit_code': 4503599761588284, 'n': 52, 'trace_an': 0}
id: 19536910
{'hecke_orbit_code': 4503599761588284, 'n': 53, 'trace_an': -1628226}
id: 19536911
{'hecke_orbit_code': 4503599761588284, 'n': 54, 'trace_an': 0}
id: 19536912
{'hecke_orbit_code': 4503599761588284, 'n': 55, 'trace_an': 394500}
id: 19536913
{'hecke_orbit_code': 4503599761588284, 'n': 56, 'trace_an': 0}
id: 19536914
{'hecke_orbit_code': 4503599761588284, 'n': 57, 'trace_an': -1234980}
id: 19536915
{'hecke_orbit_code': 4503599761588284, 'n': 58, 'trace_an': 0}
id: 19536916
{'hecke_orbit_code': 4503599761588284, 'n': 59, 'trace_an': 198996}
id: 19536917
{'hecke_orbit_code': 4503599761588284, 'n': 60, 'trace_an': 0}
id: 19536918
{'hecke_orbit_code': 4503599761588284, 'n': 61, 'trace_an': 1209782}
id: 19536919
{'hecke_orbit_code': 4503599761588284, 'n': 62, 'trace_an': 0}
id: 19536920
{'hecke_orbit_code': 4503599761588284, 'n': 63, 'trace_an': -606528}
id: 19536921
{'hecke_orbit_code': 4503599761588284, 'n': 64, 'trace_an': 0}
id: 19536922
{'hecke_orbit_code': 4503599761588284, 'n': 65, 'trace_an': -961250}
id: 19536923
{'hecke_orbit_code': 4503599761588284, 'n': 66, 'trace_an': 0}
id: 19536924
{'hecke_orbit_code': 4503599761588284, 'n': 67, 'trace_an': -699388}
id: 19536925
{'hecke_orbit_code': 4503599761588284, 'n': 68, 'trace_an': 0}
id: 19536926
{'hecke_orbit_code': 4503599761588284, 'n': 69, 'trace_an': -2830464}
id: 19536927
{'hecke_orbit_code': 4503599761588284, 'n': 70, 'trace_an': 0}
id: 19536928
{'hecke_orbit_code': 4503599761588284, 'n': 71, 'trace_an': -4939320}
id: 19536929
{'hecke_orbit_code': 4503599761588284, 'n': 72, 'trace_an': 0}
id: 19536930
{'hecke_orbit_code': 4503599761588284, 'n': 73, 'trace_an': -1275334}
id: 19536931
{'hecke_orbit_code': 4503599761588284, 'n': 74, 'trace_an': 0}
id: 19536932
{'hecke_orbit_code': 4503599761588284, 'n': 75, 'trace_an': -421875}
id: 19536933
{'hecke_orbit_code': 4503599761588284, 'n': 76, 'trace_an': 0}
id: 19536934
{'hecke_orbit_code': 4503599761588284, 'n': 77, 'trace_an': -2625792}
id: 19536935
{'hecke_orbit_code': 4503599761588284, 'n': 78, 'trace_an': 0}
id: 19536936
{'hecke_orbit_code': 4503599761588284, 'n': 79, 'trace_an': 6559712}
id: 19536937
{'hecke_orbit_code': 4503599761588284, 'n': 80, 'trace_an': 0}
id: 19536938
{'hecke_orbit_code': 4503599761588284, 'n': 81, 'trace_an': 531441}
id: 19536939
{'hecke_orbit_code': 4503599761588284, 'n': 82, 'trace_an': 0}
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id: 19536941
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id: 19536942
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id: 19536943
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id: 19536944
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id: 19536945
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id: 19536946
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id: 19536947
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id: 19536948
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id: 19536949
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id: 19536950
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id: 19536951
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id: 19536952
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id: 19536953
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id: 19536954
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id: 19536955
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id: 19536956
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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.