Embedded newform data - 25.33.c.b.18.1

Formats: - HTML - YAML - JSON - 2024-05-28T14:28:18.907019

• 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': 27225, 'analytic_conductor': 162.1666378556214, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [25, 4, [2], [1]], 'cm_discs': [], 'conrey_index': 7, 'dim': 30, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [7851689779264567317666826532984535524280031398472096305888614710645725885301111965265159095647604780487709605162019706213008181568088066490368, -2219534453989749937499511040705173339079317462630397056018317100654148073661294381184551859048629329904797011497353344234437761525211987968, 313711655130432636009763165654911612547517294826012527613592176271201537844094687506847817510879236279605777140109506169907634486902784, -16190077244016649839270249098459119507786039407733404250229391274625765062578303381742939698163890330873131420684365131475530547200, 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'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.33.c.b', 'level': 25, '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': [5], 'level_radical': 5, 'minimal_twist': '5.33.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '32.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.33.c', 'trace_display': [2, 2792232, 0, -21807690136848], 'traces': [30, 2, 2792232, 0, 0, -645476451240, -21807690136848, -340768936037220, 0, 0, -60908362837533640, -444566273630869608, -649759187023107138, 0, 0, -46108906958970522120, 218107661739005884502, -240407468159884203858, 0, 0, 4549905652154594876760, 11386561172247365212944, -13896091629970965206008, 0, 0, -23129486500762683557740, -176388356775702789525960, -59665474478272755491112, 0, 0, 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-1}
• 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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'dual_conrey_index': 7, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 16, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737619972121, 'label': '25.33.c.b.18.1', 'level': 25, 'weight': 33}
• 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

  
  {'Nk2': 27225, 'analytic_conductor': 162.1666378556214, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [25, 4, [2], [1]], 'conrey_index': 7, 'cusp_dim': 154, 'dim': 94, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137992601625, 'hecke_orbit_dims': [20, 30, 44], 'label': '25.33.c', 'level': 25, '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': [5], 'level_radical': 5, 'mf_dim': 166, 'mf_new_dim': 98, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 82, 'trace_bound': 1, 'trace_display': [2, 2792232, 0, -21807690136848], 'traces': [94, 2, 2792232, 0, 0, 1290952902468, -21807690136848, -340768936037220, 0, 0, 121816725675067268, -444566273630869608, -649759187023107138, 0, 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: 34844412
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 18, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737619972121, 'source_is_minimal': False, 'source_label': '25.33.c.b.18.1', 'source_level': 25, 'target_conrey_index': 18, 'target_dim': 30, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737619972121, 'target_is_minimal': False, 'target_label': '25.33.c.b.18.1', 'target_level': 25, 'twist_class_label': '5.33.c.a.2.15', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 33}
  • id: 34844413
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 18, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737619972121, 'source_is_minimal': False, 'source_label': '25.33.c.b.18.1', 'source_level': 25, 'target_conrey_index': 7, 'target_dim': 30, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737619972121, 'target_is_minimal': False, 'target_label': '25.33.c.b.7.1', 'target_level': 25, 'twist_class_label': '5.33.c.a.2.15', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 33}
  • id: 34844414
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 18, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737619972121, 'source_is_minimal': False, 'source_label': '25.33.c.b.18.1', 'source_level': 25, 'target_conrey_index': 2, 'target_dim': 30, 'target_embedding_index': 15, 'target_hecke_orbit_code': 137992601605, 'target_is_minimal': True, 'target_label': '5.33.c.a.2.15', 'target_level': 5, 'twist_class_label': '5.33.c.a.2.15', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 33}
  • id: 34844415
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 18, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737619972121, 'source_is_minimal': False, 'source_label': '25.33.c.b.18.1', 'source_level': 25, 'target_conrey_index': 3, 'target_dim': 30, 'target_embedding_index': 15, 'target_hecke_orbit_code': 137992601605, 'target_is_minimal': True, 'target_label': '5.33.c.a.3.15', 'target_level': 5, 'twist_class_label': '5.33.c.a.2.15', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 33}
• hecke_orbit_code 4503737619972121 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '25.33.c.b', 'level': 25, 'portrait': 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', 'weight': 33}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21378889
    {'hecke_orbit_code': 4503737619972121, 'n': 1, 'trace_an': 30}
  • id: 21378890
    {'hecke_orbit_code': 4503737619972121, 'n': 2, 'trace_an': 2}
  • id: 21378891
    {'hecke_orbit_code': 4503737619972121, 'n': 3, 'trace_an': 2792232}
  • id: 21378892
    {'hecke_orbit_code': 4503737619972121, 'n': 4, 'trace_an': 0}
  • id: 21378893
    {'hecke_orbit_code': 4503737619972121, 'n': 5, 'trace_an': 0}
  • id: 21378894
    {'hecke_orbit_code': 4503737619972121, 'n': 6, 'trace_an': -645476451240}
  • id: 21378895
    {'hecke_orbit_code': 4503737619972121, 'n': 7, 'trace_an': -21807690136848}
  • id: 21378896
    {'hecke_orbit_code': 4503737619972121, 'n': 8, 'trace_an': -340768936037220}
  • id: 21378897
    {'hecke_orbit_code': 4503737619972121, 'n': 9, 'trace_an': 0}
  • id: 21378898
    {'hecke_orbit_code': 4503737619972121, 'n': 10, 'trace_an': 0}
  • id: 21378899
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