Tianyu Ni

collaborators

2 papers

math.NT2025

Linear independence of periods for the symmetric square $L$ -functions

Tianyu Ni, Hui Xue

For $S_{k}$ , the space of cusp forms of weight $k$ for the full modular group, we first introduce periods on $S_{k}$ associated to symmetric square $L$ -functions. We then prove that fo…

math.NT2024

Subspaces spanned by eigenforms with nonvanishing twisted central $L$ -values

June Kayath, Connor Lane, Ben Neifeld +2

In this paper, we construct explicit spanning sets for two spaces. One is the subspace generated by integral-weight Hecke eigenforms with nonvanishing quadratic twisted central $L$ …

Linear independence of periods for the symmetric square L-functions

Subspaces spanned by eigenforms with nonvanishing twisted central L-values

Linear independence of periods for the symmetric square $L$ -functions

Subspaces spanned by eigenforms with nonvanishing twisted central $L$ -values