Central values of twisted L-series attached to Hilbert modular forms, using weight functions

These files are the result of using the main result from
Nicolás Sirolli and Gonzalo Tornaría, An explicit Waldspurger formula for Hilbert modular forms II, Ramanujan J (2020) doi:10.1007/s11139-020-00280-z.
for computing the central values of L-series of quadratic twists of modular forms g having L(1/2,g) = 0.

These modular forms are referred to using their LMFDB labels.

Citations

Please reference this data as
Nicolás Sirolli and Gonzalo Tornaría, Central values of twisted L-series attached to Hilbert modular forms, using weight functions, Computational Number Theory, 2020. http://www.cmat.edu.uy/cnt/
[ICO]NameLast modifiedSizeDescription

[DIR]992aa/2020-03-29 14:02 - Non square-free level
[DIR]582aa/2020-03-29 14:02 - Even level
[DIR]572aa/2020-03-29 14:02 - Odd, composite level
[DIR]372aa/2020-03-29 14:02 - Odd, prime level
[DIR]22511992c/2020-03-29 14:02 - Example over QQ(sqrt(5))
[DIR]22121472b/2020-03-29 14:02 - Example over QQ(sqrt(3))