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

Data for 2.2.5.1-199.2-c

Let g be the newform with LMFDB label 2.2.5.1-199.2-c, and let l=17.

Let ε be the function given by ε((3a+13)) = -1, where a is such that a² - a - 1 = 0.

For every totally negative odd fundamental discriminant D of type ε with trace < 200, this list has entries (D,λ(-D)) such that

L_l,D(1/2,g) = c_g / sqrt(-lD) * |λ(-D)|² / <φ,φ>.

See the main result from our article for notation and details.

Name	Last modified	Size	Description

22511992c.py	2020-03-29 14:02	12K	Example over QQ(sqrt(5))

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