Wenjun Ma

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20152026

most citedThe Riemann Hypothesis For Period Polynomials Of Modular Forms

32 citations · 33 across the 4 of their papers we have counts for

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Showing 2016 · math.NTShow all

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math.NT2016★ 1 cited

Special Values of Motivic $L$ -Functions and Zeta-Polynomials for Symmetric Powers of Elliptic Curves

Steffen Löbrich, Wenjun Ma, Jesse Thorner

Let $M$ be a pure motive over $Q$ of odd weight $w \geq 3$ , even rank $d \geq 2$ , and global conductor $N$ whose $L$ -function $L (s, M)$ coincides with the…

math.NT2016★ 32 cited

The Riemann Hypothesis For Period Polynomials Of Modular Forms

Seokho Jin, Wenjun Ma, Ken Ono +1

The period polynomial $r_{f} (z)$ for an even weight $k \geq 4$ newform $f \in S_{k} (Γ_{0} (N))$ is the generating function for the critical values of $L (f, s)$ . It has a functional equation…

Special Values of Motivic L-Functions and Zeta-Polynomials for Symmetric Powers of Elliptic Curves

The Riemann Hypothesis For Period Polynomials Of Modular Forms

Special Values of Motivic $L$ -Functions and Zeta-Polynomials for Symmetric Powers of Elliptic Curves