Irrationalities and their p-modular reductions

Common Irrationalities in Characteristic 23

C1  =  X + 18
C2  =  X2 + 21X + 5


ξ f Cn
b7 13 C1
b7∗∗ 9 C1
b11 18 C1
b11∗∗ 4 C1
b13 14 C1
b13∗ 8 C1
b15 16 C1
b15∗∗ 6 C1
b21 7X + 4 C2
b21∗ 16X + 18 C2
b29 17 C1
b29∗ 5 C1
b31 14X + 20 C2
b31∗∗ 9X + 2 C2
b33 13X + 21 C2
b33∗ 10X + 1 C2
b39 X + 10 C2
b39∗∗ 22X + 12 C2
b45 6X + 5 C2
b45∗ 17X + 17 C2
b71 16X + 18 C2
b71∗∗ 7X + 4 C2
b87 2X + 9 C2
b87∗∗ 21X + 13 C2
b117 20 C1
b117∗ 2 C1
c31 6 C1
c31∗3 11 C1
c31∗5 5 C1
c37 14 C1
c37∗2 9 C1
c37∗3 22 C1
i2 14X + 9 C2
i3 8X + 15 C2
i5 15 C1
i7 4 C1
i11 14 C1
i14 20 C1
i15 10 C1
i19 21 C1
i26 15X + 8 C2
i35 16X + 7 C2
r2 5 C1
r3 16 C1
r5 4X + 19 C2
r6 11 C1
r7 21X + 2 C2
r13 6 C1
r17 6X + 17 C2
y11 14 C1
y11∗2 10 C1
y11∗3 11 C1
y11∗4 6 C1
y11∗5 4 C1
y16 21X + 2 C2
y16∗3 15X + 8 C2
y16∗5 8X + 15 C2
y16∗7 2X + 21 C2
y24 8 C1
y24∗5 3 C1
y24∗7 20 C1
y24∗11 15 C1
y44 9X + 14 C2
y44∗3 X + 22 C2
y44∗5 10X + 13 C2
y44∗7 5X + 18 C2
y44∗9 16X + 7 C2
y44∗13 7X + 16 C2
y44∗15 18X + 5 C2
y44∗17 13X + 10 C2
y44∗19 22X + 1 C2
y44∗21 14X + 9 C2
y48 3X + 20 C2
y48∗5 4X + 19 C2
y48∗7 11X + 12 C2
y48∗11 17X + 6 C2
y48∗13 6X + 17 C2
y48∗17 12X + 11 C2
y48∗19 19X + 4 C2
y48∗23 20X + 3 C2




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