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mf_newforms • Show schema
{'Nk2': 26208, 'analytic_conductor': 96.64512858940313, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, 1], [13, -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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [-14, 1]], [11, [8, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197458703974, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1638.4.a.h', 'level': 1638, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+14q^{5}-7q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1638.4.a', 'trace_display': [-2, 0, 14, -7], 'trace_hash': 930585527852407965, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [4, 5, 5, 4, 6, 7, 7, 6, 4, 5, 5, 4, 8, 6, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [64, 53, 55, 58, 54, 57, 56, 55, 56, 57, 57, 60, 52, 58, 57, 53], 'Nk2': 26208, 'analytic_conductor': 96.64512858940313, '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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 992, 'dim': 90, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67110502, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5], 'label': '1638.4.a', 'level': 1638, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 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mf_twists_cc • Show schema
-
id: 46178331
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197458703974, 'source_is_minimal': False, 'source_label': '1638.4.a.h.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458703974, 'target_is_minimal': False, 'target_label': '1638.4.a.h.1.1', 'target_level': 1638, 'twist_class_label': '546.4.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4} -
id: 46178332
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197458703974, 'source_is_minimal': False, 'source_label': '1638.4.a.h.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850402, 'target_is_minimal': True, 'target_label': '546.4.a.c.1.1', 'target_level': 546, 'twist_class_label': '546.4.a.c.1.1', 'twist_class_level': 546, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
-
id: 46178331
-
mf_hecke_charpolys • Show schema
-
id: 2096850
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 2} -
id: 2096851
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 3} -
id: 2096852
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 5} -
id: 2096853
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 7} -
id: 2096854
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 11} -
id: 2096855
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 13} -
id: 2096856
{'charpoly_factorization': [[[-98, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 17} -
id: 2096857
{'charpoly_factorization': [[[28, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 19} -
id: 2096858
{'charpoly_factorization': [[[-52, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 23} -
id: 2096859
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 29} -
id: 2096860
{'charpoly_factorization': [[[168, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 31} -
id: 2096861
{'charpoly_factorization': [[[146, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 37} -
id: 2096862
{'charpoly_factorization': [[[-514, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 41} -
id: 2096863
{'charpoly_factorization': [[[236, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 43} -
id: 2096864
{'charpoly_factorization': [[[-216, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 47} -
id: 2096865
{'charpoly_factorization': [[[-66, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 53} -
id: 2096866
{'charpoly_factorization': [[[-84, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 59} -
id: 2096867
{'charpoly_factorization': [[[-446, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 61} -
id: 2096868
{'charpoly_factorization': [[[-292, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 67} -
id: 2096869
{'charpoly_factorization': [[[100, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 71} -
id: 2096870
{'charpoly_factorization': [[[-450, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 73} -
id: 2096871
{'charpoly_factorization': [[[-392, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 79} -
id: 2096872
{'charpoly_factorization': [[[-292, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 83} -
id: 2096873
{'charpoly_factorization': [[[-402, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 89} -
id: 2096874
{'charpoly_factorization': [[[-314, 1], 1]], 'hecke_orbit_code': 31525197458703974, 'p': 97}
-
id: 2096850
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '1638.4.a.h', 'level': 1638, 'portrait': 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', 'weight': 4} -
mf_hecke_traces • Show schema
-
id: 49328545
{'hecke_orbit_code': 31525197458703974, 'n': 1, 'trace_an': 1} -
id: 49328546
{'hecke_orbit_code': 31525197458703974, 'n': 2, 'trace_an': -2} -
id: 49328547
{'hecke_orbit_code': 31525197458703974, 'n': 3, 'trace_an': 0} -
id: 49328548
{'hecke_orbit_code': 31525197458703974, 'n': 4, 'trace_an': 4} -
id: 49328549
{'hecke_orbit_code': 31525197458703974, 'n': 5, 'trace_an': 14} -
id: 49328550
{'hecke_orbit_code': 31525197458703974, 'n': 6, 'trace_an': 0} -
id: 49328551
{'hecke_orbit_code': 31525197458703974, 'n': 7, 'trace_an': -7} -
id: 49328552
{'hecke_orbit_code': 31525197458703974, 'n': 8, 'trace_an': -8} -
id: 49328553
{'hecke_orbit_code': 31525197458703974, 'n': 9, 'trace_an': 0} -
id: 49328554
{'hecke_orbit_code': 31525197458703974, 'n': 10, 'trace_an': -28} -
id: 49328555
{'hecke_orbit_code': 31525197458703974, 'n': 11, 'trace_an': -8} -
id: 49328556
{'hecke_orbit_code': 31525197458703974, 'n': 12, 'trace_an': 0} -
id: 49328557
{'hecke_orbit_code': 31525197458703974, 'n': 13, 'trace_an': 13} -
id: 49328558
{'hecke_orbit_code': 31525197458703974, 'n': 14, 'trace_an': 14} -
id: 49328559
{'hecke_orbit_code': 31525197458703974, 'n': 15, 'trace_an': 0} -
id: 49328560
{'hecke_orbit_code': 31525197458703974, 'n': 16, 'trace_an': 16} -
id: 49328561
{'hecke_orbit_code': 31525197458703974, 'n': 17, 'trace_an': 98} -
id: 49328562
{'hecke_orbit_code': 31525197458703974, 'n': 18, 'trace_an': 0} -
id: 49328563
{'hecke_orbit_code': 31525197458703974, 'n': 19, 'trace_an': -28} -
id: 49328564
{'hecke_orbit_code': 31525197458703974, 'n': 20, 'trace_an': 56} -
id: 49328565
{'hecke_orbit_code': 31525197458703974, 'n': 21, 'trace_an': 0} -
id: 49328566
{'hecke_orbit_code': 31525197458703974, 'n': 22, 'trace_an': 16} -
id: 49328567
{'hecke_orbit_code': 31525197458703974, 'n': 23, 'trace_an': 52} -
id: 49328568
{'hecke_orbit_code': 31525197458703974, 'n': 24, 'trace_an': 0} -
id: 49328569
{'hecke_orbit_code': 31525197458703974, 'n': 25, 'trace_an': 71} -
id: 49328570
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id: 49328571
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{'hecke_orbit_code': 31525197458703974, 'n': 827, 'trace_an': 2408} -
id: 49328777
{'hecke_orbit_code': 31525197458703974, 'n': 829, 'trace_an': -44922} -
id: 49328778
{'hecke_orbit_code': 31525197458703974, 'n': 839, 'trace_an': -36720} -
id: 49328779
{'hecke_orbit_code': 31525197458703974, 'n': 841, 'trace_an': -24385} -
id: 49328780
{'hecke_orbit_code': 31525197458703974, 'n': 853, 'trace_an': 16006} -
id: 49328781
{'hecke_orbit_code': 31525197458703974, 'n': 857, 'trace_an': -37278} -
id: 49328782
{'hecke_orbit_code': 31525197458703974, 'n': 859, 'trace_an': -45236} -
id: 49328783
{'hecke_orbit_code': 31525197458703974, 'n': 863, 'trace_an': 23916} -
id: 49328784
{'hecke_orbit_code': 31525197458703974, 'n': 877, 'trace_an': -24538} -
id: 49328785
{'hecke_orbit_code': 31525197458703974, 'n': 881, 'trace_an': -910} -
id: 49328786
{'hecke_orbit_code': 31525197458703974, 'n': 883, 'trace_an': 10460} -
id: 49328787
{'hecke_orbit_code': 31525197458703974, 'n': 887, 'trace_an': -20048} -
id: 49328788
{'hecke_orbit_code': 31525197458703974, 'n': 907, 'trace_an': -876} -
id: 49328789
{'hecke_orbit_code': 31525197458703974, 'n': 911, 'trace_an': -14796} -
id: 49328790
{'hecke_orbit_code': 31525197458703974, 'n': 919, 'trace_an': 728} -
id: 49328791
{'hecke_orbit_code': 31525197458703974, 'n': 929, 'trace_an': -39894} -
id: 49328792
{'hecke_orbit_code': 31525197458703974, 'n': 937, 'trace_an': 18906} -
id: 49328793
{'hecke_orbit_code': 31525197458703974, 'n': 941, 'trace_an': -49514} -
id: 49328794
{'hecke_orbit_code': 31525197458703974, 'n': 947, 'trace_an': -16384} -
id: 49328795
{'hecke_orbit_code': 31525197458703974, 'n': 953, 'trace_an': 30742} -
id: 49328796
{'hecke_orbit_code': 31525197458703974, 'n': 961, 'trace_an': -1567} -
id: 49328797
{'hecke_orbit_code': 31525197458703974, 'n': 967, 'trace_an': -41376} -
id: 49328798
{'hecke_orbit_code': 31525197458703974, 'n': 971, 'trace_an': -57300} -
id: 49328799
{'hecke_orbit_code': 31525197458703974, 'n': 977, 'trace_an': 7734} -
id: 49328800
{'hecke_orbit_code': 31525197458703974, 'n': 983, 'trace_an': 31432} -
id: 49328801
{'hecke_orbit_code': 31525197458703974, 'n': 991, 'trace_an': -24432} -
id: 49328802
{'hecke_orbit_code': 31525197458703974, 'n': 997, 'trace_an': 3094}
-
id: 49328545
Embedded newform data - 1638.4.a.h.1.1