12 citations · 13 across the 8 of their papers we have counts for
8 papers
Second Moment of Central Values of Half-Integral Weight Modular Forms and Subconvexity
Steven Creech, Henry Twiss, Zhining Wei +1
We let be a half-integral weight modular form of weight on that is an eigenfunction of all Hecke operators , so that . Let…
Low-lying zeros of Hilbert modular -functions weighted by powers of central -values
Zhining Wei, Liyang Yang, Shifan Zhao
Let be the set of primitive Hilbert modular forms of weight and prime level , with trivial central character. We s…
Effective open image theorem and a Linnik type problem for elliptic curves
Tian Wang, Zhining Wei
We study an effective open image theorem for families of elliptic curves and products of elliptic curves ordered by conductor. Unconditionally, we prove that for of pairs o…
A note on a classical relative trace formula
Zhining Wei
In this note, we derive a relative trace formula (RTF) using classical methods. We obtain a closed formula for the second moment of the central values of holomorphic cusp forms, a…
Relative Trace Formula and Uniform non-vanishing of Central -values of Hilbert Modular Forms
Zhining Wei, Liyang Yang, Shifan Zhao
Let be the set of normalized Hilbert newforms of weight and prime level . In this paper, utilizing regularized rel…
Some remarks on strong multiplicity one for paramodular forms
Xiyuan Wang, Zhining Wei, Pan Yan +1
We establish several refined strong multiplicity one results for paramodular cusp forms by using automorphic and Galois-theoretic methods. We also give an application to distinguis…
Linear Relations of Siegel Poincare Series and Nonvanshing of the Central Value of Spinor L-functions
Zhining Wei
In this paper, we will first investigate the linear relations of a one parameter family of Siegel Poincaré series. Then we give the applications to the non-vanishing of Fourier coe…
Simulation of Quantum Computing on Classical Supercomputers
Ya-Qian Zhao, Ren-Gang Li, Jin-Zhe Jiang +6
Simulation of quantum computing on supercomputers is a significant research topic, which plays a vital role in quantum algorithm verification, error-tolerant verification and other…