Embedded newform data - 9.76.a.e.1.9

Formats: - HTML - YAML - JSON - 2024-06-12T04:51:48.309342

• mf_newforms •

  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

  
  {'Nk2': 51984, 'analytic_conductor': 320.60555353975855, 'analytic_rank': 0, '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': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 12, 'field_poly': [4544006259432754991173598121024865011324666371148581357312785512705782818361302784030047007356086785380445690265600000000, 0, -420737875005760685790205772350190624520087925893939802179554814136523036111675964498741126443827200000, 0, 10672177691229489583624559311046771533520428225563059654950107921756681152757760000, 0, -108123907718504640450742349966711894965247206710933993816064000, 0, 517313289742851992169322351293202914547200, 0, -1169219512457442397270, 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': 1, 'hecke_cutters': [[2, [5256649038308784644694010116202599079215187308566372943161621922154357463113877755006570600301448348094499240111749127288232345600000000, 0, -1502230793707493523816808289905461021647964867743163681456842267705019194051943881708380512073221410508295372800000, 0, 117606977417415676180145298793109143591474181536342552799486352544703918967992748878069760000, 0, -3677534569077108776050109773354197515022460210026590246886583566336000, 0, 54305479904045630729966783149355269157506867200, 0, -378827122036211336715480, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014399784550409, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 8762300333114271798387960731996144691347102317342054476280624586006757291780000655532209468890286359957523519871385600000000000000000, 'hecke_ring_index_factorization': [[2, 121], [3, 148], [5, 17], [7, 6], [11, 4], [13, 2], [19, 2]], 'hecke_ring_index_proved': False, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.76.a.e', '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': '9.76.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(25358921809744727743012+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '75.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.76.a', 'trace_display': [0, 0, 0, -23264696115715922069186217167760], 'trace_hash': 542837473191395389, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.139', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.074', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.869', 'prec': 17}, {'__RealLiteral__': 0, 'data': '567.557', 'prec': 24}, {'__RealLiteral__': 0, 'data': '726.196', 'prec': 24}, {'__RealLiteral__': 0, 'data': '46741.752', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [12, 0, 0, 304307061716936732916144, 0, 0, -23264696115715922069186217167760, 0, 0, 27638934325035006400986687037139427840, 0, 0, 1566891994715058692610510600704204863669560, 0, 0, 1054925289288995929257926590400056818650475648, 0, 0, 985377875069853565681479994616529689369356159392, 0, 0, 159085566085665366088358455484252399362269037824000, 0, 0, 55287387450371943461933903806192645052614192225444260, 0, 0, 3825429694688756764966117420913941574684905356160543680, 0, 0, 3302831127672592933100655272047800132609471485143616496, 0, 0, -2865456277005415897826369042421146930334611723465937976320, 0, 0, 192681748803326931713618210444828383889638160821949090334120, 0, 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• mf_hecke_cc •

  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

  
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-0.2857656657858932, -0.33405758597933766, -0.2446137180161068, -0.09351914457308773, -0.32656999740101583, -0.15906094823749875, -0.1888192228123822], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'embedding_root_imag': 0.0, 'embedding_root_real': 13675604605.543747, 'hecke_orbit': 5, 'hecke_orbit_code': 18014399784550409, 'label': '9.76.a.e.1.9', 'level': 9, 'weight': 76}
• mf_newspaces •

  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

  
  {'ALdims': [13, 18], 'Nk2': 51984, 'analytic_conductor': 320.60555353975855, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 73, 'dim': 31, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1275068425, 'hecke_orbit_dims': [1, 6, 6, 6, 12], 'label': '9.76.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, 'mf_dim': 77, 'mf_new_dim': 32, 'num_forms': 5, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 76, 'trace_bound': 2, 'trace_display': [-194519775510, 0, -217836505377036256302790380, 45767415551206686053963556392900], 'traces': [31, -194519775510, 0, 567202624880925451503028, 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• mf_twists_cc •

  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

  
  
  • id: 44148933
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 18014399784550409, 'source_is_minimal': True, 'source_label': '9.76.a.e.1.9', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 18014399784550409, 'target_is_minimal': True, 'target_label': '9.76.a.e.1.9', 'target_level': 9, 'twist_class_label': '9.76.a.e.1.4', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 76}
  • id: 44148934
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 18014399784550409, 'source_is_minimal': True, 'source_label': '9.76.a.e.1.9', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014399784550409, 'target_is_minimal': True, 'target_label': '9.76.a.e.1.4', 'target_level': 9, 'twist_class_label': '9.76.a.e.1.4', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 76}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 42025
    {'charpoly_factorization': [[[5256649038308784644694010116202599079215187308566372943161621922154357463113877755006570600301448348094499240111749127288232345600000000, 0, -1502230793707493523816808289905461021647964867743163681456842267705019194051943881708380512073221410508295372800000, 0, 117606977417415676180145298793109143591474181536342552799486352544703918967992748878069760000, 0, -3677534569077108776050109773354197515022460210026590246886583566336000, 0, 54305479904045630729966783149355269157506867200, 0, -378827122036211336715480, 0, 1], 1]], 'hecke_orbit_code': 18014399784550409, 'p': 2}
  • id: 42026
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 18014399784550409, 'p': 3}
  • id: 42027
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  • id: 42045
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  • id: 42046
    {'charpoly_factorization': [[[-483685803632437920505261699533767643677776153054656833522917385856610106537892351666812848585889672247711538028617149137993471022980482101893107053413700887733243657550016427624549129810005876607294854381807857147074718170260369920908071159459761595849131522001699218133606866820854390319917603253972228399040133792989840385240433544050994290066058812370750064918451177215258834226956047838899416604757611364787535024846761984, 30478565668610810123217510939613310065126627533115322625220305504815550865097868319496994631327585138202036334297243647879939563965032334220944984209842708596335041331682767070275062784511932029755184030399323864681422414152185589566057003782777422238082895343214181983386278131187938177211525127152200933190840575369543133184836022582137716149181020768256, -501087150539726065206268971830286331655143222842259156368896837034984839898672886120102685691062543268707225337515889359868438675048119535083436145309372737082552117768327647421008262929232392051541015207482046054745349288959491175466005571931970169630079374066756121945861489807253760, -89224453941130683491168785993727129346958154644097124274156732163466807657739728642890339203203027687805908705540136965327060218617906514858325063025161685356742779109607539605213211718233199674731458101178241280, 62328336866875588323424421622780173411942859290081173571162368097361673982983900212104928292976966274684653792435276683912523968230371952221040, -468921151921118543909748915418857983861025400164248476690477525283837304, 1], 2]], 'hecke_orbit_code': 18014399784550409, 'p': 79}
  • id: 42047
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  • id: 42048
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  • id: 42049
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• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '9.76.a.e', 'level': 9, 'portrait': 'data:image/png;base64,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', 'weight': 76}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40407163
    {'hecke_orbit_code': 18014399784550409, 'n': 1, 'trace_an': 12}
  • id: 40407164
    {'hecke_orbit_code': 18014399784550409, 'n': 2, 'trace_an': 0}
  • id: 40407165
    {'hecke_orbit_code': 18014399784550409, 'n': 3, 'trace_an': 0}
  • id: 40407166
    {'hecke_orbit_code': 18014399784550409, 'n': 4, 'trace_an': 304307061716936732916144}
  • id: 40407167
    {'hecke_orbit_code': 18014399784550409, 'n': 5, 'trace_an': 0}
  • id: 40407168
    {'hecke_orbit_code': 18014399784550409, 'n': 6, 'trace_an': 0}
  • id: 40407169
    {'hecke_orbit_code': 18014399784550409, 'n': 7, 'trace_an': -23264696115715922069186217167760}
  • id: 40407170
    {'hecke_orbit_code': 18014399784550409, 'n': 8, 'trace_an': 0}
  • id: 40407171
    {'hecke_orbit_code': 18014399784550409, 'n': 9, 'trace_an': 0}
  • id: 40407172
    {'hecke_orbit_code': 18014399784550409, 'n': 10, 'trace_an': 27638934325035006400986687037139427840}
  • id: 40407173
    {'hecke_orbit_code': 18014399784550409, 'n': 11, 'trace_an': 0}
  • id: 40407174
    {'hecke_orbit_code': 18014399784550409, 'n': 12, 'trace_an': 0}
  • id: 40407175
    {'hecke_orbit_code': 18014399784550409, 'n': 13, 'trace_an': 1566891994715058692610510600704204863669560}
  • id: 40407176
    {'hecke_orbit_code': 18014399784550409, 'n': 14, 'trace_an': 0}
  • id: 40407177
    {'hecke_orbit_code': 18014399784550409, 'n': 15, 'trace_an': 0}
  • id: 40407178
    {'hecke_orbit_code': 18014399784550409, 'n': 16, 'trace_an': 1054925289288995929257926590400056818650475648}
  • id: 40407179
    {'hecke_orbit_code': 18014399784550409, 'n': 17, 'trace_an': 0}
  • id: 40407180
    {'hecke_orbit_code': 18014399784550409, 'n': 18, 'trace_an': 0}
  • id: 40407181
    {'hecke_orbit_code': 18014399784550409, 'n': 19, 'trace_an': 985377875069853565681479994616529689369356159392}
  • id: 40407182
    {'hecke_orbit_code': 18014399784550409, 'n': 20, 'trace_an': 0}
  • id: 40407183
    {'hecke_orbit_code': 18014399784550409, 'n': 21, 'trace_an': 0}
  • id: 40407184
    {'hecke_orbit_code': 18014399784550409, 'n': 22, 'trace_an': 159085566085665366088358455484252399362269037824000}
  • id: 40407185
    {'hecke_orbit_code': 18014399784550409, 'n': 23, 'trace_an': 0}
  • id: 40407186
    {'hecke_orbit_code': 18014399784550409, 'n': 24, 'trace_an': 0}
  • id: 40407187
    {'hecke_orbit_code': 18014399784550409, 'n': 25, 'trace_an': 55287387450371943461933903806192645052614192225444260}
  • id: 40407188
    {'hecke_orbit_code': 18014399784550409, 'n': 26, 'trace_an': 0}
  • id: 40407189
    {'hecke_orbit_code': 18014399784550409, 'n': 27, 'trace_an': 0}
  • id: 40407190
    {'hecke_orbit_code': 18014399784550409, 'n': 28, 'trace_an': 3825429694688756764966117420913941574684905356160543680}
  • id: 40407191
    {'hecke_orbit_code': 18014399784550409, 'n': 29, 'trace_an': 0}
  • id: 40407192
    {'hecke_orbit_code': 18014399784550409, 'n': 30, 'trace_an': 0}
  • id: 40407193
    {'hecke_orbit_code': 18014399784550409, 'n': 31, 'trace_an': 3302831127672592933100655272047800132609471485143616496}
  • id: 40407194
    {'hecke_orbit_code': 18014399784550409, 'n': 32, 'trace_an': 0}
  • id: 40407195
    {'hecke_orbit_code': 18014399784550409, 'n': 33, 'trace_an': 0}
  • id: 40407196
    {'hecke_orbit_code': 18014399784550409, 'n': 34, 'trace_an': -2865456277005415897826369042421146930334611723465937976320}
  • id: 40407197
    {'hecke_orbit_code': 18014399784550409, 'n': 35, 'trace_an': 0}
  • id: 40407198
    {'hecke_orbit_code': 18014399784550409, 'n': 36, 'trace_an': 0}
  • id: 40407199
    {'hecke_orbit_code': 18014399784550409, 'n': 37, 'trace_an': 192681748803326931713618210444828383889638160821949090334120}
  • id: 40407200
    {'hecke_orbit_code': 18014399784550409, 'n': 38, 'trace_an': 0}
  • id: 40407201
    {'hecke_orbit_code': 18014399784550409, 'n': 39, 'trace_an': 0}
  • id: 40407202
    {'hecke_orbit_code': 18014399784550409, 'n': 40, 'trace_an': -1780314724794332033651772571439008995626905148286612946391040}
  • id: 40407203
    {'hecke_orbit_code': 18014399784550409, 'n': 41, 'trace_an': 0}
  • id: 40407204
    {'hecke_orbit_code': 18014399784550409, 'n': 42, 'trace_an': 0}
  • id: 40407205
    {'hecke_orbit_code': 18014399784550409, 'n': 43, 'trace_an': -20767095120844290419389762980464184600692870397019624059942240}
  • id: 40407206
    {'hecke_orbit_code': 18014399784550409, 'n': 44, 'trace_an': 0}
  • id: 40407207
    {'hecke_orbit_code': 18014399784550409, 'n': 45, 'trace_an': 0}
  • id: 40407208
    {'hecke_orbit_code': 18014399784550409, 'n': 46, 'trace_an': 235054227730242679255713190614178313572258446734724900485591040}
  • id: 40407209
    {'hecke_orbit_code': 18014399784550409, 'n': 47, 'trace_an': 0}
  • id: 40407210
    {'hecke_orbit_code': 18014399784550409, 'n': 48, 'trace_an': 0}
  • id: 40407211
    {'hecke_orbit_code': 18014399784550409, 'n': 49, 'trace_an': -2200398774833185524931209968117643549966640237509759919611052116}
  • id: 40407212
    {'hecke_orbit_code': 18014399784550409, 'n': 50, 'trace_an': 0}
  • id: 40407213
    {'hecke_orbit_code': 18014399784550409, 'n': 51, 'trace_an': 0}
  • id: 40407214
    {'hecke_orbit_code': 18014399784550409, 'n': 52, 'trace_an': -14448231238764964137515766569708046936012135467108945293436290080}
  • id: 40407215
    {'hecke_orbit_code': 18014399784550409, 'n': 53, 'trace_an': 0}
  • id: 40407216
    {'hecke_orbit_code': 18014399784550409, 'n': 54, 'trace_an': 0}
  • id: 40407217
    {'hecke_orbit_code': 18014399784550409, 'n': 55, 'trace_an': 81306325536746630777151726268587417594554465906840413536114892800}
  • id: 40407218
    {'hecke_orbit_code': 18014399784550409, 'n': 56, 'trace_an': 0}
  • id: 40407219
    {'hecke_orbit_code': 18014399784550409, 'n': 57, 'trace_an': 0}
  • id: 40407220
    {'hecke_orbit_code': 18014399784550409, 'n': 58, 'trace_an': -1004718700793757564164031209344099479511820176480140633172540224000}
  • id: 40407221
    {'hecke_orbit_code': 18014399784550409, 'n': 59, 'trace_an': 0}
  • id: 40407222
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