Embedded newform data - 17.16.c.a.4.5

Formats: - HTML - YAML - JSON - 2024-06-10T17:42:21.337334

• 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': 4352, 'analytic_conductor': 24.25789586698647, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, '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': [17, 4, [3], [3]], 'cm_discs': [], 'conrey_index': 4, 'dim': 44, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137707388945, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 3, 1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.16.c.a', 'level': 17, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.16.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 22, 'rm_discs': [], 'sato_tate_group': '15.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.16.c', 'trace_display': [0, 5256, -252126, 1854722], 'traces': [44, 0, 5256, -720900, -252126, -1017326, 1854722, 0, 0, 8409498, -9729300, -82056486, 146863304, -1773752796, 0, 16082152452, 1961077578, -7034899972, 0, 21230427174, -47057263940, -3442343910, -15842736534, 94553484290, 0, 0, -294640558020, -17774164556, 102726169530, -643189839240, -385043642942, 0, 2378676720192, 158249007174, 408521183892, 0, 1375134180422, 1543745804832, 603440813444, -8303553806742, 1443758220300, 0, 0, -4657636435362, 6106558559866, 9604057332832, -21302607302640, 25515630744334, 0, -18255254395212, 19158460873088, -48159060495244, 0, -78998282739512, 13393057779764, 137860752160332, 31257866131908, -69211880377042, 0, 0, 38643830633662, 238390785941076, -71567394446902, -498262566925124, 178535375770548, 0, 57983772499388, 261849713539554, 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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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-0.4689961009185857, -0.16356800479468636, -0.2834863901649694, -0.23709312336915359, -0.2021100807495453, -0.36433960006210653, -0.08579022774835575, 0.08627304123518474, -0.15649695488596974, -0.20566201557016156, -0.30267421171234443, -0.42179435659363307, 0.016428379856609547, -0.3663879335395995, -0.23757708493816074, -0.3208516085015637, -0.14486092969873693], 'char_orbit_index': 3, 'conrey_index': 4, 'dual_conrey_index': 13, 'dual_embedding_index': 18, 'dual_embedding_m': 40, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 1, 'hecke_orbit_code': 137707388945, 'label': '17.16.c.a.4.5', 'level': 17, 'weight': 16}
• 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': 4352, 'analytic_conductor': 24.25789586698647, 'char_conductor': 17, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': 1, 'char_values': [17, 4, [3], [3]], 'conrey_index': 4, 'cusp_dim': 44, 'dim': 44, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137707388945, 'hecke_orbit_dims': [44], 'label': '17.16.c', 'level': 17, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 48, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 22, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 5256, -252126, 1854722], 'traces': [44, 0, 5256, -720900, -252126, -1017326, 1854722, 0, 0, 8409498, -9729300, -82056486, 146863304, -1773752796, 0, 16082152452, 1961077578, -7034899972, 0, 21230427174, -47057263940, -3442343910, 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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: 1672199
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 44, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137707388945, 'source_is_minimal': True, 'source_label': '17.16.c.a.4.5', 'source_level': 17, 'target_conrey_index': 4, 'target_dim': 44, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137707388945, 'target_is_minimal': True, 'target_label': '17.16.c.a.4.5', 'target_level': 17, 'twist_class_label': '17.16.c.a.4.5', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 1672200
    {'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 44, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137707388945, 'source_is_minimal': True, 'source_label': '17.16.c.a.4.5', 'source_level': 17, 'target_conrey_index': 13, 'target_dim': 44, 'target_embedding_index': 18, 'target_hecke_orbit_code': 137707388945, 'target_is_minimal': True, 'target_label': '17.16.c.a.13.18', 'target_level': 17, 'twist_class_label': '17.16.c.a.4.5', 'twist_class_level': 17, 'twisting_char_label': '17.13', 'twisting_conrey_index': 13, 'weight': 16}
• hecke_orbit_code 137707388945 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': 1, 'label': '17.16.c.a', 'level': 17, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6249565
    {'hecke_orbit_code': 137707388945, 'n': 1, 'trace_an': 44}
  • id: 6249566
    {'hecke_orbit_code': 137707388945, 'n': 2, 'trace_an': 0}
  • id: 6249567
    {'hecke_orbit_code': 137707388945, 'n': 3, 'trace_an': 5256}
  • id: 6249568
    {'hecke_orbit_code': 137707388945, 'n': 4, 'trace_an': -720900}
  • id: 6249569
    {'hecke_orbit_code': 137707388945, 'n': 5, 'trace_an': -252126}
  • id: 6249570
    {'hecke_orbit_code': 137707388945, 'n': 6, 'trace_an': -1017326}
  • id: 6249571
    {'hecke_orbit_code': 137707388945, 'n': 7, 'trace_an': 1854722}
  • id: 6249572
    {'hecke_orbit_code': 137707388945, 'n': 8, 'trace_an': 0}
  • id: 6249573
    {'hecke_orbit_code': 137707388945, 'n': 9, 'trace_an': 0}
  • id: 6249574
    {'hecke_orbit_code': 137707388945, 'n': 10, 'trace_an': 8409498}
  • id: 6249575
    {'hecke_orbit_code': 137707388945, 'n': 11, 'trace_an': -9729300}
  • id: 6249576
    {'hecke_orbit_code': 137707388945, 'n': 12, 'trace_an': -82056486}
  • id: 6249577
    {'hecke_orbit_code': 137707388945, 'n': 13, 'trace_an': 146863304}
  • id: 6249578
    {'hecke_orbit_code': 137707388945, 'n': 14, 'trace_an': -1773752796}
  • id: 6249579
    {'hecke_orbit_code': 137707388945, 'n': 15, 'trace_an': 0}
  • id: 6249580
    {'hecke_orbit_code': 137707388945, 'n': 16, 'trace_an': 16082152452}
  • id: 6249581
    {'hecke_orbit_code': 137707388945, 'n': 17, 'trace_an': 1961077578}
  • id: 6249582
    {'hecke_orbit_code': 137707388945, 'n': 18, 'trace_an': -7034899972}
  • id: 6249583
    {'hecke_orbit_code': 137707388945, 'n': 19, 'trace_an': 0}
  • id: 6249584
    {'hecke_orbit_code': 137707388945, 'n': 20, 'trace_an': 21230427174}
  • id: 6249585
    {'hecke_orbit_code': 137707388945, 'n': 21, 'trace_an': -47057263940}
  • id: 6249586
    {'hecke_orbit_code': 137707388945, 'n': 22, 'trace_an': -3442343910}
  • id: 6249587
    {'hecke_orbit_code': 137707388945, 'n': 23, 'trace_an': -15842736534}
  • id: 6249588
    {'hecke_orbit_code': 137707388945, 'n': 24, 'trace_an': 94553484290}
  • id: 6249589
    {'hecke_orbit_code': 137707388945, 'n': 25, 'trace_an': 0}
  • id: 6249590
    {'hecke_orbit_code': 137707388945, 'n': 26, 'trace_an': 0}
  • id: 6249591
    {'hecke_orbit_code': 137707388945, 'n': 27, 'trace_an': -294640558020}
  • id: 6249592
    {'hecke_orbit_code': 137707388945, 'n': 28, 'trace_an': -17774164556}
  • id: 6249593
    {'hecke_orbit_code': 137707388945, 'n': 29, 'trace_an': 102726169530}
  • id: 6249594
    {'hecke_orbit_code': 137707388945, 'n': 30, 'trace_an': -643189839240}
  • id: 6249595
    {'hecke_orbit_code': 137707388945, 'n': 31, 'trace_an': -385043642942}
  • id: 6249596
    {'hecke_orbit_code': 137707388945, 'n': 32, 'trace_an': 0}
  • id: 6249597
    {'hecke_orbit_code': 137707388945, 'n': 33, 'trace_an': 2378676720192}
  • id: 6249598
    {'hecke_orbit_code': 137707388945, 'n': 34, 'trace_an': 158249007174}
  • id: 6249599
    {'hecke_orbit_code': 137707388945, 'n': 35, 'trace_an': 408521183892}
  • id: 6249600
    {'hecke_orbit_code': 137707388945, 'n': 36, 'trace_an': 0}
  • id: 6249601
    {'hecke_orbit_code': 137707388945, 'n': 37, 'trace_an': 1375134180422}
  • id: 6249602
    {'hecke_orbit_code': 137707388945, 'n': 38, 'trace_an': 1543745804832}
  • id: 6249603
    {'hecke_orbit_code': 137707388945, 'n': 39, 'trace_an': 603440813444}
  • id: 6249604
    {'hecke_orbit_code': 137707388945, 'n': 40, 'trace_an': -8303553806742}
  • id: 6249605
    {'hecke_orbit_code': 137707388945, 'n': 41, 'trace_an': 1443758220300}
  • id: 6249606
    {'hecke_orbit_code': 137707388945, 'n': 42, 'trace_an': 0}
  • id: 6249607
    {'hecke_orbit_code': 137707388945, 'n': 43, 'trace_an': 0}
  • id: 6249608
    {'hecke_orbit_code': 137707388945, 'n': 44, 'trace_an': -4657636435362}
  • id: 6249609
    {'hecke_orbit_code': 137707388945, 'n': 45, 'trace_an': 6106558559866}
  • id: 6249610
    {'hecke_orbit_code': 137707388945, 'n': 46, 'trace_an': 9604057332832}
  • id: 6249611
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  • id: 6249798
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  • id: 6249799
    {'hecke_orbit_code': 137707388945, 'n': 841, 'trace_an': 0}
  • id: 6249800
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  • id: 6249801
    {'hecke_orbit_code': 137707388945, 'n': 857, 'trace_an': 29147510461708911571404}
  • id: 6249802
    {'hecke_orbit_code': 137707388945, 'n': 859, 'trace_an': 0}
  • id: 6249803
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  • id: 6249804
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  • id: 6249805
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  • id: 6249806
    {'hecke_orbit_code': 137707388945, 'n': 883, 'trace_an': -187801488783859898842036}
  • id: 6249807
    {'hecke_orbit_code': 137707388945, 'n': 887, 'trace_an': 73151936576442155134350}
  • id: 6249808
    {'hecke_orbit_code': 137707388945, 'n': 907, 'trace_an': 37659213720698581322508}
  • id: 6249809
    {'hecke_orbit_code': 137707388945, 'n': 911, 'trace_an': -79864001455457916460590}
  • id: 6249810
    {'hecke_orbit_code': 137707388945, 'n': 919, 'trace_an': -118252415043105012116528}
  • id: 6249811
    {'hecke_orbit_code': 137707388945, 'n': 929, 'trace_an': 190374599206568974853388}
  • id: 6249812
    {'hecke_orbit_code': 137707388945, 'n': 937, 'trace_an': 0}
  • id: 6249813
    {'hecke_orbit_code': 137707388945, 'n': 941, 'trace_an': -4577332712279317229490}
  • id: 6249814
    {'hecke_orbit_code': 137707388945, 'n': 947, 'trace_an': 137274772944529817904084}
  • id: 6249815
    {'hecke_orbit_code': 137707388945, 'n': 953, 'trace_an': -218825114598909825560436}
  • id: 6249816
    {'hecke_orbit_code': 137707388945, 'n': 961, 'trace_an': 0}
  • id: 6249817
    {'hecke_orbit_code': 137707388945, 'n': 967, 'trace_an': 0}
  • id: 6249818
    {'hecke_orbit_code': 137707388945, 'n': 971, 'trace_an': 0}
  • id: 6249819
    {'hecke_orbit_code': 137707388945, 'n': 977, 'trace_an': 0}
  • id: 6249820
    {'hecke_orbit_code': 137707388945, 'n': 983, 'trace_an': -302559809699171750253870}
  • id: 6249821
    {'hecke_orbit_code': 137707388945, 'n': 991, 'trace_an': -149729366901169689249958}
  • id: 6249822
    {'hecke_orbit_code': 137707388945, 'n': 997, 'trace_an': 227517651080205453947750}