weizhining

Zhining Wei

I am an Assistant Professor at Xi'an Jiaotong University. Previously, I was a Tamarkin Assistant Professor at Brown University and my mentor is Professor Jeffrey Hoffstein. In May 2023, I received my PhD under the supervision of Professor Wenzhi Luo from The Ohio State University.

Email: wei.863@xjtu.edu.cn

Here is my CV.

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Research Interests

• Automorphic Forms and Representations
• Automorphic L-functions

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Preprints

• First moment of derivatives of L-functions in a nonlinear family (With Tinghao Huang) . (2026)
[arXiv]
• Second Moment of Central Values of Half-Integral Weight Modular Forms and Subconvexity (With Steven Creech, Henry Twiss and Peter Zenz) . (2025)
[arXiv]
• Low-lying zeros of Hilbert modular L-functions weighted by powers of central L-values (With Liyang Yang and Shifan Zhao) . (2025)
[arXiv]
• Effective open image theorem and a Linnik type problem for elliptic curves (With Tian Wang) . (2025)
[arXiv]
• Relative Trace Formula and Uniform Non-vanishing of Central L-values of Hilbert Modular Forms (With Liyang Yang and Shifan Zhao) . (2024)
[arXiv]

Publications

• Some remarks on strong multiplicity one for paramodular forms (With Xiyuan Wang, Pan Yan and Shaoyun Yi) Mathematika. (2026)
[arXiv]
• On distinguishing Siegel cusp forms of degree two (With Shaoyun Yi) To appear in Int. J. Number Theory. (2026)
[arXiv]
• On Mobius functions from automorphic forms and a generalized Sarnak's conjecture (With Shifan Zhao) Q. J. Math. (2024)
[arXiv]
• Generalizations of the Erd&#337s-Kac Theorem and the Prime Number Theorem (with Biao Wang, Pan Yan and Shaoyun Yi) Communications in Mathematics and Statistics. (2023)
[arXiv]
• Sums of k-th Powers and Fourier Coefficients of Cusp forms. Ramanujan J. (2023)
[pdf]
• Linear Relations of Siegel Poincare Series and Nonvanishing of the Central Value of Spinor L-functions. J. Théor. Nombres Bordeaux. (2022)
[arXiv]

Notes

• A note on a classical relative trace formula (2025)
[arXiv]
• The zero density theorem for the Rankin-Selberg L-function and its applications (2022)
[arXiv]

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Links

• XJTU School of Mathematics and Statistics
• Brown Math Department
• OSU Math Department
• MathSciNet
• Number Theory Web
• arXiv: Number Theory