Local field data - 5.1.5.9a1.2

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• lf_fields •

  Column	Type
  associated_inertia	integer[]
  aut	smallint
  c	smallint
  canonical_filtration	text[]
  coeffs	jsonb
  ctr	integer
  ctr_family	integer
  ctr_subfamily	integer
  distinguished_residual_polynomials	text[]
  e	smallint
  eisen	text
  f	smallint
  family	text
  gal	integer
  galois_degree	bigint
  galois_label	text
  gms	text
  gsm	jsonb
  hidden	text
  hw	text
  ind_of_insep	integer[]
  ind_of_insep_tmp	text[]
  inertia	jsonb
  inertia_gap	integer[]
  is_completion	boolean
  jump_set	integer[]
  label	text
  n	smallint
  new_label	text
  num	integer
  old_label	text
  p	integer
  packet	text
  packet_size	integer
  ppow_roots_of_unity	smallint
  ram_poly_vert	integer[]
  residual_polynomials	text[]
  rf	jsonb
  slopes	text
  slopes_tmp	text[]
  subfamily	text
  subfield	text[]
  subfield_mult	integer[]
  t	smallint
  top_slope	text
  u	smallint
  unram	text
  visible	text
  visible_tmp	text[]
  wild_gap	integer[]

  
  {'associated_inertia': [1], 'aut': 1, 'c': 9, 'canonical_filtration': ['5.1.1.0a1.1', '5.1.1.0a1.1'], 'coeffs': [5, 25, 0, 0, 0, 1], 'ctr': 2, 'ctr_family': 1, 'ctr_subfamily': 1, 'distinguished_residual_polynomials': ['z + 1'], 'e': 5, 'eisen': 'x^5 + 25*x + 5', 'f': 1, 'family': '5.1.5.9a', 'gal': 3, 'galois_degree': 20, 'galois_label': '5T3', 'gms': '1.95', 'gsm': [-30, 0, 0, 0, 0, 1], 'hidden': '[]_{4}', 'hw': '$-1$', 'ind_of_insep': [5, 0], 'ind_of_insep_tmp': ['5A', '0A'], 'inertia': ['t', [5, 3]], 'inertia_gap': [20, 3], 'is_completion': True, 'jump_set': [], 'label': '5.5.9.4', 'n': 5, 'new_label': '5.1.5.9a1.2', 'num': 4, 'old_label': '5.5.9.4', 'p': 5, 'packet': '5.1.5.9a1.3a', 'packet_size': 5, 'ppow_roots_of_unity': 0, 'ram_poly_vert': [[1, 5], [5, 0]], 'residual_polynomials': ['z + 1'], 'rf': [5, 0], 'slopes': '[9/4]', 'slopes_tmp': ['9/4A'], 'subfamily': '5.1.5.9a1', 'subfield': [], 'subfield_mult': [], 't': 4, 'top_slope': '02.2500000009/4', 'u': 1, 'unram': 't + 3', 'visible': '[9/4]', 'visible_tmp': ['9/4A'], 'wild_gap': [5, 1]}