most citedDifferential Operators for Siegel-Jacobi forms

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.NT2026

Upper bounds for arithmetic functions over polynomial values via Chebotarev--Sato--Tate distributions

Jiong Yang

We establish logarithmic upper bounds for nonnegative multiplicative functions evaluated at values of multivariable polynomials. The polynomial contribution is encoded by the permu…

math.NT2026

Higher moments for symmetric powers of modular forms

Jiong Yang, Zhishan Yang

Let be a cuspidal eigenform of weight on $\SL_2(\BZ)$ and let $λ_{\Sym^d f}(n)$ be the normalized Fourier coefficients of its -th symmetric power lift. This paper establ…

math.NT2013★ 2 cited

Differential Operators for Siegel-Jacobi forms

Jiong Yang, Linsheng Yin

For any positive integers and , is called the Siegel-Jacobi space, with the Jacobi group acting on it. The Jacobi fo…