William Stein's table of weight 2 newforms

Level 1855

1855 = 5 · 7 · 53



Galois conjugacy classes of newforms of level 1855 [elliptic curves of conductor 1855]

Class L Sign Degree Atkin-Lehner Traces of eigenvalues
1855A - 1 5+ 7+ 53+   0  -1  -1  -1   5   1   3  -2
1855B - 8 5+ 7+ 53+  -2   2  -8  -8 -13   9 -11   6
1855C - 9 5- 7- 53+  -4  -5   9   9  -4 -10 -24  -6
1855E - 10 5+ 7- 53-  -2  -2 -10  10  -5  -5 -23  -6
1855D - 10 5- 7+ 53-  -4  -2  10 -10  -1 -19 -13   4
1855F + 14 5+ 7- 53+   3   4 -14  14  -1 -11  25  16
1855G + 14 5- 7+ 53+   5   4  14 -14   3  11  19   2
1855H + 18 5- 7- 53-   2   5  18  18   4  18  26  -4
1855I + 19 5+ 7+ 53-   3  -1 -19 -19  12  -8  12   2


Data from The Modular Forms Database by William Stein.
Design inspired by The Modular Forms Explorer by William Stein.

Part of Computational Number Theory
Back to Tables and computations