Learn more

Refine search


Results (1-50 of 150 matches)

Next   displayed columns for results
Label Degree Type Faithful Field of Traces $\Q$-character Group Image Image Order Kernel Kernel Order Center
240.82.1a $1$ R \(\Q\) 240.82.1a $C_2^2:C_{60}$ $C_1$ $1$ 1.a1.a1 $240$ 1.a1.a1
240.82.1b $1$ R \(\Q\) 240.82.1b $C_2^2:C_{60}$ $C_2$ $2$ 2.b1.b1 $120$ 1.a1.a1
240.82.1c $1$ R \(\Q\) 240.82.1c $C_2^2:C_{60}$ $C_2$ $2$ 2.b1.a1 $120$ 1.a1.a1
240.82.1d $1$ R \(\Q\) 240.82.1d $C_2^2:C_{60}$ $C_2$ $2$ 2.a1.a1 $120$ 1.a1.a1
240.82.1e1 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1e $C_2^2:C_{60}$ $C_3$ $3$ 3.a1.a1 $80$ 1.a1.a1
240.82.1e2 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1e $C_2^2:C_{60}$ $C_3$ $3$ 3.a1.a1 $80$ 1.a1.a1
240.82.1f1 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1f $C_2^2:C_{60}$ $C_4$ $4$ 4.b1.b1 $60$ 1.a1.a1
240.82.1f2 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1f $C_2^2:C_{60}$ $C_4$ $4$ 4.b1.b1 $60$ 1.a1.a1
240.82.1g1 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1g $C_2^2:C_{60}$ $C_4$ $4$ 4.b1.a1 $60$ 1.a1.a1
240.82.1g2 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1g $C_2^2:C_{60}$ $C_4$ $4$ 4.b1.a1 $60$ 1.a1.a1
240.82.1h1 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1h $C_2^2:C_{60}$ $C_6$ $6$ 6.b1.b1 $40$ 1.a1.a1
240.82.1h2 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1h $C_2^2:C_{60}$ $C_6$ $6$ 6.b1.b1 $40$ 1.a1.a1
240.82.1i1 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1i $C_2^2:C_{60}$ $C_6$ $6$ 6.b1.a1 $40$ 1.a1.a1
240.82.1i2 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1i $C_2^2:C_{60}$ $C_6$ $6$ 6.b1.a1 $40$ 1.a1.a1
240.82.1j1 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1j $C_2^2:C_{60}$ $C_6$ $6$ 6.a1.a1 $40$ 1.a1.a1
240.82.1j2 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1j $C_2^2:C_{60}$ $C_6$ $6$ 6.a1.a1 $40$ 1.a1.a1
240.82.1k1 $1$ C \(\Q(\zeta_{5})\) 240.82.1k $C_2^2:C_{60}$ $C_5$ $5$ 5.a1.a1 $48$ 1.a1.a1
240.82.1k2 $1$ C \(\Q(\zeta_{5})\) 240.82.1k $C_2^2:C_{60}$ $C_5$ $5$ 5.a1.a1 $48$ 1.a1.a1
240.82.1k3 $1$ C \(\Q(\zeta_{5})\) 240.82.1k $C_2^2:C_{60}$ $C_5$ $5$ 5.a1.a1 $48$ 1.a1.a1
240.82.1k4 $1$ C \(\Q(\zeta_{5})\) 240.82.1k $C_2^2:C_{60}$ $C_5$ $5$ 5.a1.a1 $48$ 1.a1.a1
240.82.1l1 $1$ C \(\Q(\zeta_{5})\) 240.82.1l $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.b1 $24$ 1.a1.a1
240.82.1l2 $1$ C \(\Q(\zeta_{5})\) 240.82.1l $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.b1 $24$ 1.a1.a1
240.82.1l3 $1$ C \(\Q(\zeta_{5})\) 240.82.1l $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.b1 $24$ 1.a1.a1
240.82.1l4 $1$ C \(\Q(\zeta_{5})\) 240.82.1l $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.b1 $24$ 1.a1.a1
240.82.1m1 $1$ C \(\Q(\zeta_{5})\) 240.82.1m $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.a1 $24$ 1.a1.a1
240.82.1m2 $1$ C \(\Q(\zeta_{5})\) 240.82.1m $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.a1 $24$ 1.a1.a1
240.82.1m3 $1$ C \(\Q(\zeta_{5})\) 240.82.1m $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.a1 $24$ 1.a1.a1
240.82.1m4 $1$ C \(\Q(\zeta_{5})\) 240.82.1m $C_2^2:C_{60}$ $C_{10}$ $10$ 10.b1.a1 $24$ 1.a1.a1
240.82.1n1 $1$ C \(\Q(\zeta_{5})\) 240.82.1n $C_2^2:C_{60}$ $C_{10}$ $10$ 10.a1.a1 $24$ 1.a1.a1
240.82.1n2 $1$ C \(\Q(\zeta_{5})\) 240.82.1n $C_2^2:C_{60}$ $C_{10}$ $10$ 10.a1.a1 $24$ 1.a1.a1
240.82.1n3 $1$ C \(\Q(\zeta_{5})\) 240.82.1n $C_2^2:C_{60}$ $C_{10}$ $10$ 10.a1.a1 $24$ 1.a1.a1
240.82.1n4 $1$ C \(\Q(\zeta_{5})\) 240.82.1n $C_2^2:C_{60}$ $C_{10}$ $10$ 10.a1.a1 $24$ 1.a1.a1
240.82.1o1 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1o $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.b1 $20$ 1.a1.a1
240.82.1o2 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1o $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.b1 $20$ 1.a1.a1
240.82.1o3 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1o $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.b1 $20$ 1.a1.a1
240.82.1o4 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1o $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.b1 $20$ 1.a1.a1
240.82.1p1 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1p $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.a1 $20$ 1.a1.a1
240.82.1p2 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1p $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.a1 $20$ 1.a1.a1
240.82.1p3 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1p $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.a1 $20$ 1.a1.a1
240.82.1p4 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1p $C_2^2:C_{60}$ $C_{12}$ $12$ 12.b1.a1 $20$ 1.a1.a1
240.82.1q1 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q2 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q3 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q4 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q5 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q6 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q7 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1q8 $1$ C \(\Q(\sqrt{-3}) \) 240.82.1q $C_2^2:C_{60}$ $C_{15}$ $15$ 15.a1.a1 $16$ 1.a1.a1
240.82.1r1 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1r $C_2^2:C_{60}$ $C_{20}$ $20$ 20.b1.b1 $12$ 1.a1.a1
240.82.1r2 $1$ C \(\Q(\sqrt{-1}) \) 240.82.1r $C_2^2:C_{60}$ $C_{20}$ $20$ 20.b1.b1 $12$ 1.a1.a1
Next   displayed columns for results