Newform data - 75.22.a.c

Formats: - HTML - YAML - JSON - 2023-03-20T22:18:55.658627

• 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_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': 36300, 'analytic_conductor': 209.60800821529656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_indexes': [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': 3, 'hecke_orbit_code': 9007199623839819, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.22.a.c', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, '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': '75.22.a', 'trace_display': [2844, 59049, 0, -363303920], 'trace_hash': 1917676148793184883, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.034', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.334', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.073', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 2844, 59049, 5991184, 0, 167935356, -363303920, 11074627008, 3486784401, 0, 14581833156, 353773424016, -113350790702, -1033236348480, 0, 18931815702784, 8589389597982, 9916414836444, -29202939273796, 0, -21452733172080, 41470733495664, 155899214954280, 653945650195392, 0, -322369648756488, 205891132094649, -2176620632641280, 2400788707090758, 0, 2239820676947000, 30616907679636480, 861042666028644, 24428224016660808, 0, 20889966914720784, 30785069383298890, -83053159294675824, -6693250840162398, 0, -103207571041281030, -61011573141395520, 165557270617488124, 87362445494896704, 0, 443377367329972320, 66587216226477408, 1117904785433692416, -426556125795917607, 0, 507194866371239118, -679105443641171168, -435422766592881630, 585554379677181756, 0, -4023455404544271360, -1724404361178380004, 6827843082966115752, 5534365798259081316, 0, -7176205164722961202, 6370050005237268000, -1266762441078151920, 47371590276161277952, 0, 2448805342185463536, 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• mf_hecke_nf •

  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

  
  {'an': [[1], [2844], [59049], [5991184], [0], [167935356], [-363303920], [11074627008], [3486784401], [0], [14581833156], [353773424016], [-113350790702], [-1033236348480], [0], [18931815702784], [8589389597982], [9916414836444], [-29202939273796], [0], [-21452733172080], [41470733495664], [155899214954280], [653945650195392], [0], [-322369648756488], [205891132094649], [-2176620632641280], [2400788707090758], [0], [2239820676947000], [30616907679636480], [861042666028644], [24428224016660808], [0], [20889966914720784], [30785069383298890], [-83053159294675824], [-6693250840162398], [0], [-103207571041281030], [-61011573141395520], [165557270617488124], [87362445494896704], [0], [443377367329972320], [66587216226477408], [1117904785433692416], [-426556125795917607], [0], [507194866371239118], [-679105443641171168], [-435422766592881630], [585554379677181756], [0], [-4023455404544271360], [-1724404361178380004], [6827843082966115752], [5534365798259081316], [0], 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[-1088626069765101585227689005412358016], [2765487021659462289018874776657808048], [-2649912878780416892440435013409182850], [2205508901979781183740808986335509128], [156953362913839202616441857310739542], [-1371396119055791571372389458439385974], [761769861924461770213796834691677136], [-2438474865718672407251683159269669324], [3888712408446458582448250935923681878], [1884018356556550407987592893024405258], [3207090185966470569754372571743187940], [-3487038185133535018934421496860079590], [4309045860363206276526254121216043316], [3897861933080632260029576377601178936]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199623839819, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '75.22.a.c', 'level': 75, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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': [[[[3, -1], [5, -1]], 16, 2], [[[3, 1], [5, 1]], 15, 5], [[[3, 1], [5, -1]], 18, 2], [[[3, -1], [5, 1]], 17, 5]], 'Nk2': 36300, 'analytic_conductor': 209.60800821529656, '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': [75, 1, [26, 52], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 204, 'dim': 66, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098827, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 4, 6, 6, 8, 8, 10, 10], 'label': '75.22.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 66, 'num_forms': 14, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 66, 'sturm_bound': 220, 'trace_bound': 2, 'trace_display': [1598, 0, 0, 559598932], 'traces': [66, 1598, 0, 68549728, 0, 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• mf_twists_nf •

  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

  
  
  • id: 66304
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.22.a.c', 'source_level': 75, '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': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 66305
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.22.a.c', 'source_level': 75, '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': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 66306
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.22.a.c', 'source_level': 75, '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': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 66307
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.22.a.c', 'source_level': 75, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 66308
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '75.22.a.c', 'source_level': 75, '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}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238800
    {'charpoly_factorization': [[[-2844, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 2}
  • id: 238801
    {'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 3}
  • id: 238802
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 5}
  • id: 238803
    {'charpoly_factorization': [[[363303920, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 7}
  • id: 238804
    {'charpoly_factorization': [[[-14581833156, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 11}
  • id: 238805
    {'charpoly_factorization': [[[113350790702, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 13}
  • id: 238806
    {'charpoly_factorization': [[[-8589389597982, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 17}
  • id: 238807
    {'charpoly_factorization': [[[29202939273796, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 19}
  • id: 238808
    {'charpoly_factorization': [[[-155899214954280, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 23}
  • id: 238809
    {'charpoly_factorization': [[[-2400788707090758, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 29}
  • id: 238810
    {'charpoly_factorization': [[[-2239820676947000, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 31}
  • id: 238811
    {'charpoly_factorization': [[[-30785069383298890, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 37}
  • id: 238812
    {'charpoly_factorization': [[[103207571041281030, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 41}
  • id: 238813
    {'charpoly_factorization': [[[-165557270617488124, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 43}
  • id: 238814
    {'charpoly_factorization': [[[-66587216226477408, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 47}
  • id: 238815
    {'charpoly_factorization': [[[435422766592881630, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 53}
  • id: 238816
    {'charpoly_factorization': [[[-5534365798259081316, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 59}
  • id: 238817
    {'charpoly_factorization': [[[7176205164722961202, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 61}
  • id: 238818
    {'charpoly_factorization': [[[-15755449453068299812, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 67}
  • id: 238819
    {'charpoly_factorization': [[[-26457854874259376232, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 71}
  • id: 238820
    {'charpoly_factorization': [[[13471249335464801450, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 73}
  • id: 238821
    {'charpoly_factorization': [[[16886125085525986840, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 79}
  • id: 238822
    {'charpoly_factorization': [[[-170687980457962587972, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 83}
  • id: 238823
    {'charpoly_factorization': [[[312592486939587043686, 1], 1]], 'hecke_orbit_code': 9007199623839819, 'p': 89}
  • id: 238824
    {'charpoly_factorization': [[[949014545286007636418, 1], 1]], 'hecke_orbit_code': 9007199623839819, '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': 3, 'label': '75.22.a.c', 'level': 75, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 114026000
    {'hecke_orbit_code': 9007199623839819, 'n': 1, 'trace_an': 1}
  • id: 114026001
    {'hecke_orbit_code': 9007199623839819, 'n': 2, 'trace_an': 2844}
  • id: 114026002
    {'hecke_orbit_code': 9007199623839819, 'n': 3, 'trace_an': 59049}
  • id: 114026003
    {'hecke_orbit_code': 9007199623839819, 'n': 4, 'trace_an': 5991184}
  • id: 114026004
    {'hecke_orbit_code': 9007199623839819, 'n': 5, 'trace_an': 0}
  • id: 114026005
    {'hecke_orbit_code': 9007199623839819, 'n': 6, 'trace_an': 167935356}
  • id: 114026006
    {'hecke_orbit_code': 9007199623839819, 'n': 7, 'trace_an': -363303920}
  • id: 114026007
    {'hecke_orbit_code': 9007199623839819, 'n': 8, 'trace_an': 11074627008}
  • id: 114026008
    {'hecke_orbit_code': 9007199623839819, 'n': 9, 'trace_an': 3486784401}
  • id: 114026009
    {'hecke_orbit_code': 9007199623839819, 'n': 10, 'trace_an': 0}
  • id: 114026010
    {'hecke_orbit_code': 9007199623839819, 'n': 11, 'trace_an': 14581833156}
  • id: 114026011
    {'hecke_orbit_code': 9007199623839819, 'n': 12, 'trace_an': 353773424016}
  • id: 114026012
    {'hecke_orbit_code': 9007199623839819, 'n': 13, 'trace_an': -113350790702}
  • id: 114026013
    {'hecke_orbit_code': 9007199623839819, 'n': 14, 'trace_an': -1033236348480}
  • id: 114026014
    {'hecke_orbit_code': 9007199623839819, 'n': 15, 'trace_an': 0}
  • id: 114026015
    {'hecke_orbit_code': 9007199623839819, 'n': 16, 'trace_an': 18931815702784}
  • id: 114026016
    {'hecke_orbit_code': 9007199623839819, 'n': 17, 'trace_an': 8589389597982}
  • id: 114026017
    {'hecke_orbit_code': 9007199623839819, 'n': 18, 'trace_an': 9916414836444}
  • id: 114026018
    {'hecke_orbit_code': 9007199623839819, 'n': 19, 'trace_an': -29202939273796}
  • id: 114026019
    {'hecke_orbit_code': 9007199623839819, 'n': 20, 'trace_an': 0}
  • id: 114026020
    {'hecke_orbit_code': 9007199623839819, 'n': 21, 'trace_an': -21452733172080}
  • id: 114026021
    {'hecke_orbit_code': 9007199623839819, 'n': 22, 'trace_an': 41470733495664}
  • id: 114026022
    {'hecke_orbit_code': 9007199623839819, 'n': 23, 'trace_an': 155899214954280}
  • id: 114026023
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