Fischman Tables
Here are a few tables that I,
Ami Fischman, have
computed for modular forms, using a modified form
of William Stein's
excellent Hecke program (modified for the non-trivial
characters).
These files are compressed using bzip2.
-
charpoly_s2g0_T2-19_N3-6000_quad1mod4.gp.bz2
-- A table of characteristic
polynomials T[N,p] of the hecke operator T_p operating on S_2(\Gamma_0(N),
\chi) where \chi is the legendre symbol with respect to the level N:
(N/ ). p varies from 2 to 19, and N runs through primes congruent to 1
mod 4 from 29 to 6000.
-
charpoly_s2g0_T2-47_N3-500_quad1mod4.gp.bz2
-- Same as above, except that p goes up to 47, and the level only goes up to 500.
- charpoly_s2g0_T2-19_N100-1523_quad3mod4.gp.bz2
-- A table of characteristic
polynomials T[N,p] of the hecke operator T_p operating on S_2(\Gamma_0(4*N),
\chi) where \chi is the legendre symbol with respect to the level 4*N:
(4*N/ ). p varies from 2 to 19, and N runs through primes congruent to
3 mod 4 from 3 to 1523.
Last modified: 15 January 2001