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Discriminant Root discriminant Galois root discriminant CM field Relative class number
Regulator pp-adic completions Monogenic Index Ines. pp
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Results (1-50 of 68750 matches)

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Label Polynomial Discriminant Galois group Class group Regulator
2.0.455.1 x2−x+114x^{2} - x + 114 − 5⋅7⋅13-\,5\cdot 7\cdot 13 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.615.1 x2−x+154x^{2} - x + 154 − 3⋅5⋅41-\,3\cdot 5\cdot 41 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.776.1 x2+194x^{2} + 194 − 23⋅97-\,2^{3}\cdot 97 C2C_2 (as 2T1) [20][20] 11
2.0.824.1 x2+206x^{2} + 206 − 23⋅103-\,2^{3}\cdot 103 C2C_2 (as 2T1) [20][20] 11
2.0.836.1 x2+209x^{2} + 209 − 22⋅11⋅19-\,2^{2}\cdot 11\cdot 19 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.920.1 x2+230x^{2} + 230 − 23⋅5⋅23-\,2^{3}\cdot 5\cdot 23 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1064.1 x2+266x^{2} + 266 − 23⋅7⋅19-\,2^{3}\cdot 7\cdot 19 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1124.1 x2+281x^{2} + 281 − 22⋅281-\,2^{2}\cdot 281 C2C_2 (as 2T1) [20][20] 11
2.0.1160.1 x2+290x^{2} + 290 − 23⋅5⋅29-\,2^{3}\cdot 5\cdot 29 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1263.1 x2−x+316x^{2} - x + 316 − 3⋅421-\,3\cdot 421 C2C_2 (as 2T1) [20][20] 11
2.0.1284.1 x2+321x^{2} + 321 − 22⋅3⋅107-\,2^{2}\cdot 3\cdot 107 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1460.1 x2+365x^{2} + 365 − 22⋅5⋅73-\,2^{2}\cdot 5\cdot 73 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1495.1 x2−x+374x^{2} - x + 374 − 5⋅13⋅23-\,5\cdot 13\cdot 23 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1524.1 x2+381x^{2} + 381 − 22⋅3⋅127-\,2^{2}\cdot 3\cdot 127 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1544.1 x2+386x^{2} + 386 − 23⋅193-\,2^{3}\cdot 193 C2C_2 (as 2T1) [20][20] 11
2.0.1592.1 x2+398x^{2} + 398 − 23⋅199-\,2^{3}\cdot 199 C2C_2 (as 2T1) [20][20] 11
2.0.1604.1 x2+401x^{2} + 401 − 22⋅401-\,2^{2}\cdot 401 C2C_2 (as 2T1) [20][20] 11
2.0.1652.1 x2+413x^{2} + 413 − 22⋅7⋅59-\,2^{2}\cdot 7\cdot 59 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1695.1 x2−x+424x^{2} - x + 424 − 3⋅5⋅113-\,3\cdot 5\cdot 113 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1739.1 x2−x+435x^{2} - x + 435 − 37⋅47-\,37\cdot 47 C2C_2 (as 2T1) [20][20] 11
2.0.1748.1 x2+437x^{2} + 437 − 22⋅19⋅23-\,2^{2}\cdot 19\cdot 23 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1796.1 x2+449x^{2} + 449 − 22⋅449-\,2^{2}\cdot 449 C2C_2 (as 2T1) [20][20] 11
2.0.1880.1 x2+470x^{2} + 470 − 23⋅5⋅47-\,2^{3}\cdot 5\cdot 47 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1887.1 x2−x+472x^{2} - x + 472 − 3⋅17⋅37-\,3\cdot 17\cdot 37 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1896.1 x2+474x^{2} + 474 − 23⋅3⋅79-\,2^{3}\cdot 3\cdot 79 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1928.1 x2+482x^{2} + 482 − 23⋅241-\,2^{3}\cdot 241 C2C_2 (as 2T1) [20][20] 11
2.0.1940.1 x2+485x^{2} + 485 − 22⋅5⋅97-\,2^{2}\cdot 5\cdot 97 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.1956.1 x2+489x^{2} + 489 − 22⋅3⋅163-\,2^{2}\cdot 3\cdot 163 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2136.1 x2+534x^{2} + 534 − 23⋅3⋅89-\,2^{3}\cdot 3\cdot 89 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2247.1 x2−x+562x^{2} - x + 562 − 3⋅7⋅107-\,3\cdot 7\cdot 107 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2360.1 x2+590x^{2} + 590 − 23⋅5⋅59-\,2^{3}\cdot 5\cdot 59 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2404.1 x2+601x^{2} + 601 − 22⋅601-\,2^{2}\cdot 601 C2C_2 (as 2T1) [20][20] 11
2.0.2407.1 x2−x+602x^{2} - x + 602 − 29⋅83-\,29\cdot 83 C2C_2 (as 2T1) [20][20] 11
2.0.2483.1 x2−x+621x^{2} - x + 621 − 13⋅191-\,13\cdot 191 C2C_2 (as 2T1) [20][20] 11
2.0.2487.1 x2−x+622x^{2} - x + 622 − 3⋅829-\,3\cdot 829 C2C_2 (as 2T1) [20][20] 11
2.0.2532.1 x2+633x^{2} + 633 − 22⋅3⋅211-\,2^{2}\cdot 3\cdot 211 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2552.1 x2+638x^{2} + 638 − 23⋅11⋅29-\,2^{3}\cdot 11\cdot 29 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2596.1 x2+649x^{2} + 649 − 22⋅11⋅59-\,2^{2}\cdot 11\cdot 59 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2603.1 x2−x+651x^{2} - x + 651 − 19⋅137-\,19\cdot 137 C2C_2 (as 2T1) [20][20] 11
2.0.2712.1 x2+678x^{2} + 678 − 23⋅3⋅113-\,2^{3}\cdot 3\cdot 113 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2724.1 x2+681x^{2} + 681 − 22⋅3⋅227-\,2^{2}\cdot 3\cdot 227 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2743.1 x2−x+686x^{2} - x + 686 − 13⋅211-\,13\cdot 211 C2C_2 (as 2T1) [20][20] 11
2.0.2948.1 x2+737x^{2} + 737 − 22⋅11⋅67-\,2^{2}\cdot 11\cdot 67 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.2983.1 x2−x+746x^{2} - x + 746 − 19⋅157-\,19\cdot 157 C2C_2 (as 2T1) [20][20] 11
2.0.2987.1 x2−x+747x^{2} - x + 747 − 29⋅103-\,29\cdot 103 C2C_2 (as 2T1) [20][20] 11
2.0.3007.1 x2−x+752x^{2} - x + 752 − 31⋅97-\,31\cdot 97 C2C_2 (as 2T1) [20][20] 11
2.0.3016.1 x2+754x^{2} + 754 − 23⋅13⋅29-\,2^{3}\cdot 13\cdot 29 C2C_2 (as 2T1) [2,10][2, 10] 11
2.0.3076.1 x2+769x^{2} + 769 − 22⋅769-\,2^{2}\cdot 769 C2C_2 (as 2T1) [20][20] 11
2.0.3099.1 x2−x+775x^{2} - x + 775 − 3⋅1033-\,3\cdot 1033 C2C_2 (as 2T1) [20][20] 11
2.0.3103.1 x2−x+776x^{2} - x + 776 − 29⋅107-\,29\cdot 107 C2C_2 (as 2T1) [20][20] 11
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