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Degree Residue characteristic Galois group Galois unramified degree Assoc. Inertia
Ramification index Discriminant exponent Inertia subgroup Galois tame degree Indices
Residue field degree Top slope Wild Visible Wild inertia subgroup
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Results (13 matches)

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Label Polynomial $p$ $e$ $f$ $c$ Galois group Visible slopes Slope content
19.9.0.1 x9 + 11x3 + 14x2 + 16x + 17 $19$ $1$ $9$ $0$ $C_9$ (as 9T1) $[\ ]$ $[\ ]^{9}$
19.9.6.1 x9 + 1444x3 - 116603 $19$ $3$ $3$ $6$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{3}^{3}$
19.9.6.2 x9 + 981x7 + 108x6 + 316911x5 + 20529x4 + 34115982x3 + 10990188x2 + 130942880x + 566550143 $19$ $3$ $3$ $6$ $C_3^2$ (as 9T2) $[\ ]$ $[\ ]_{3}^{3}$
19.9.6.3 x9 - 152x6 + 5776x3 + 1982251 $19$ $3$ $3$ $6$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{3}^{3}$
19.9.8.1 x9 + 76 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.2 x9 + 57 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.3 x9 + 152 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.4 x9 + 114 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.5 x9 + 38 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.6 x9 + 133 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.7 x9 + 95 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.8 x9 + 19 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
19.9.8.9 x9 + 171 $19$ $9$ $1$ $8$ $C_9$ (as 9T1) $[\ ]$ $[\ ]_{9}$
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