Embedded newform data - 48.22.a.h.1.2

Formats: - HTML - YAML - JSON - 2024-04-29T00:06:46.482568

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 537541, 'field_disc_factorization': [[67, 1], [71, 1], [113, 1]], 'field_poly': [-134385, -1, 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': [[5, [-98034943473500, -21948620, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197760692272, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8064, 'hecke_ring_index_factorization': [[2, 7], [3, 2], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.22.a.h', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.22.a.a', 'nf_label': '2.2.537541.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}+(10974310-5\\beta )q^{5}+(329725704+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, -118098, 21948620, 659451408], 'trace_hash': 1491466721828704944, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.506', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.474', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -118098, 0, 21948620, 0, 659451408, 0, 6973568802, 0, 29910896872, 0, 4468866812, 0, -1296044062380, 0, -17665404721820, 0, 22467979297496, 0, -38939946190992, 0, -120995273049584, 0, -275862509554850, 0, -411782264189298, 0, -3318133806711684, 0, 6983846005801568, 0, -1766208549394728, 0, -13124419284174240, 0, -23423034370792788, 0, -263882116381788, 0, 152179406345334996, 0, -35137855888657880, 0, 76530105839476620, 0, 84350534118008928, 0, 49189617082449970, 0, 1043124483418749180, 0, 389728341256520684, 0, 3915186255016270960, 0, -1326711709537841304, 0, 3799253986972943944, 0, 1500415393700389916, 0, 2299364882631886608, 0, -11618501316836358040, 0, 15727134260135911736, 0, 7144649878304885616, 0, 15483319715102645936, 0, -75370240511639281708, 0, 16289405326704337650, 0, -157288770168613331136, 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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'angles': [None, None, -0.14961862871118445, -0.2886093242358453, -0.10447389289461603, -0.3145891445352675, -0.4091433284434323, -0.20449539434844324, -0.2146179141889779, -0.33125273466790317, -0.2656205633779155, -0.3517049139077036, -0.09428047938080267, -0.36669240713474577, -0.1697810368173486, -0.12299973529925735, -0.29296677651111297, -0.2709816381440497, -0.25992993466275055, -0.07422960635842848, -0.2808632279977135, -0.2545408032185581, -0.14468285031486056, -0.28859440686256566, -0.35884633872618177, -0.24822508838482368, -0.35696418916712924, -0.35089387506630043, -0.3113398714551714, -0.19538747031110956, -0.4046734386773772, -0.3462815069227561, -0.19470730115125895, -0.3302688372535502, -0.39317350522028116, -0.3083925993987082, -0.2058747857812649, -0.09818648575944815, -0.2342327332076366, -0.3939269630073342, -0.27832655902267756, -0.2663666823001882, -0.2491498681261757, -0.4032866090349953, -0.2615327454963385, -0.32661352494749407, -0.29052888414364575, 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-0.32885042383560725, -0.21773199440273924, -0.08352166909887378, -0.18479133090194952, -0.22754947378947815, -0.29025721055008263, -0.07060180325709635, -0.21708744987330467, -0.294919870060112, -0.28801869017051995, -0.27144092088534927, -0.3603442661535461, -0.33653694181152494, -0.13150075948565254, -0.22078081387242446, -0.2309183246279403, -0.35911044782671137, -0.17189382241081264, -0.07078220760638641, -0.20580423371414677, -0.36059943231854125, -0.20791642930741666, -0.27917210804819387, -0.2749364841484712, -0.2714997586272969, -0.26224771249999407, -0.1973341190618414, -0.22007555785892063, -0.3126750536346103], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -366.0859380827366, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197760692272, 'label': '48.22.a.h.1.2', 'level': 48, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'ALdims': [5, 6, 5, 5], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 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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: 46212137
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197760692272, 'source_is_minimal': False, 'source_label': '48.22.a.h.1.2', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197760692272, 'target_is_minimal': False, 'target_label': '48.22.a.h.1.2', 'target_level': 48, 'twist_class_label': '24.22.a.a.1.2', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 46212138
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197760692272, 'source_is_minimal': False, 'source_label': '48.22.a.h.1.2', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 369098776, 'target_is_minimal': True, 'target_label': '24.22.a.a.1.2', 'target_level': 24, 'twist_class_label': '24.22.a.a.1.2', 'twist_class_level': 24, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 46212139
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197760692272, 'source_is_minimal': False, 'source_label': '48.22.a.h.1.2', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 369098824, 'target_is_minimal': False, 'target_label': '72.22.a.a.1.1', 'target_level': 72, 'twist_class_label': '24.22.a.a.1.2', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161675
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 31525197760692272, 'p': 2}
  • id: 161676
    {'charpoly_factorization': [[[59049, 1], 2]], 'hecke_orbit_code': 31525197760692272, 'p': 3}
  • id: 161677
    {'charpoly_factorization': [[[-98034943473500, -21948620, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 5}
  • id: 161678
    {'charpoly_factorization': [[[-365702592867917760, -659451408, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 7}
  • id: 161679
    {'charpoly_factorization': [[[-14499267143655965576048, -29910896872, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 11}
  • id: 161680
    {'charpoly_factorization': [[[-155773054890861799276028, -4468866812, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 13}
  • id: 161681
    {'charpoly_factorization': [[[51437265644088988580660164, 17665404721820, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 17}
  • id: 161682
    {'charpoly_factorization': [[[111452502671495811977561488, -22467979297496, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 19}
  • id: 161683
    {'charpoly_factorization': [[[-18275827061128993930179538880, 120995273049584, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 23}
  • id: 161684
    {'charpoly_factorization': [[[2444455914357895726460500002564, 3318133806711684, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 29}
  • id: 161685
    {'charpoly_factorization': [[[-7045853053368656478771822421760, -6983846005801568, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 31}
  • id: 161686
    {'charpoly_factorization': [[[-400073922824481101580640527709980, 23423034370792788, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 37}
  • id: 161687
    {'charpoly_factorization': [[[1365296831126397996605868514364388, -152179406345334996, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 41}
  • id: 161688
    {'charpoly_factorization': [[[-29315978906262715644232083091052144, 35137855888657880, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 43}
  • id: 161689
    {'charpoly_factorization': [[[-91940541665032756094534185803298560, -84350534118008928, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 47}
  • id: 161690
    {'charpoly_factorization': [[[-2613061404408564535890444235800606620, -389728341256520684, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 53}
  • id: 161691
    {'charpoly_factorization': [[[-12341389307519653011866013403688018672, -3799253986972943944, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 59}
  • id: 161692
    {'charpoly_factorization': [[[-4343081302207761261334486243705816892, -1500415393700389916, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 61}
  • id: 161693
    {'charpoly_factorization': [[[-32724310452630062198258012579023757552, -15727134260135911736, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 67}
  • id: 161694
    {'charpoly_factorization': [[[-1642244663983292750482184032767817929152, -15483319715102645936, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 71}
  • id: 161695
    {'charpoly_factorization': [[[866357597465930438747701142865464082916, 75370240511639281708, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 73}
  • id: 161696
    {'charpoly_factorization': [[[-280191222303509520836296459630246117376, -53554722400730974336, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 79}
  • id: 161697
    {'charpoly_factorization': [[[21781172081384463460637774791402614738832, -299101821652772652632, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 83}
  • id: 161698
    {'charpoly_factorization': [[[66897511990527117272682026749520141121060, 614802488682208004364, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 89}
  • id: 161699
    {'charpoly_factorization': [[[260457210550025028616446009410280760989316, 1201555028804369106620, 1], 1]], 'hecke_orbit_code': 31525197760692272, 'p': 97}
• 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': 8, 'label': '48.22.a.h', 'level': 48, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 192635000
    {'hecke_orbit_code': 31525197760692272, 'n': 1, 'trace_an': 2}
  • id: 192635001
    {'hecke_orbit_code': 31525197760692272, 'n': 2, 'trace_an': 0}
  • id: 192635002
    {'hecke_orbit_code': 31525197760692272, 'n': 3, 'trace_an': -118098}
  • id: 192635003
    {'hecke_orbit_code': 31525197760692272, 'n': 4, 'trace_an': 0}
  • id: 192635004
    {'hecke_orbit_code': 31525197760692272, 'n': 5, 'trace_an': 21948620}
  • id: 192635005
    {'hecke_orbit_code': 31525197760692272, 'n': 6, 'trace_an': 0}
  • id: 192635006
    {'hecke_orbit_code': 31525197760692272, 'n': 7, 'trace_an': 659451408}
  • id: 192635007
    {'hecke_orbit_code': 31525197760692272, 'n': 8, 'trace_an': 0}
  • id: 192635008
    {'hecke_orbit_code': 31525197760692272, 'n': 9, 'trace_an': 6973568802}
  • id: 192635009
    {'hecke_orbit_code': 31525197760692272, 'n': 10, 'trace_an': 0}
  • id: 192635010
    {'hecke_orbit_code': 31525197760692272, 'n': 11, 'trace_an': 29910896872}
  • id: 192635011
    {'hecke_orbit_code': 31525197760692272, 'n': 12, 'trace_an': 0}
  • id: 192635012
    {'hecke_orbit_code': 31525197760692272, 'n': 13, 'trace_an': 4468866812}
  • id: 192635013
    {'hecke_orbit_code': 31525197760692272, 'n': 14, 'trace_an': 0}
  • id: 192635014
    {'hecke_orbit_code': 31525197760692272, 'n': 15, 'trace_an': -1296044062380}
  • id: 192635015
    {'hecke_orbit_code': 31525197760692272, 'n': 16, 'trace_an': 0}
  • id: 192635016
    {'hecke_orbit_code': 31525197760692272, 'n': 17, 'trace_an': -17665404721820}
  • id: 192635017
    {'hecke_orbit_code': 31525197760692272, 'n': 18, 'trace_an': 0}
  • id: 192635018
    {'hecke_orbit_code': 31525197760692272, 'n': 19, 'trace_an': 22467979297496}
  • id: 192635019
    {'hecke_orbit_code': 31525197760692272, 'n': 20, 'trace_an': 0}
  • id: 192635020
    {'hecke_orbit_code': 31525197760692272, 'n': 21, 'trace_an': -38939946190992}
  • id: 192635021
    {'hecke_orbit_code': 31525197760692272, 'n': 22, 'trace_an': 0}
  • id: 192635022
    {'hecke_orbit_code': 31525197760692272, 'n': 23, 'trace_an': -120995273049584}
  • id: 192635023
    {'hecke_orbit_code': 31525197760692272, 'n': 24, 'trace_an': 0}
  • id: 192635024
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