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- W3004388107 abstract "We prove that for any given $epsilon >0$, the first negative eigenvalue of the Yoshida lift $F$ of a pair of elliptic cusp forms $f,g$ having square-free levels (where $g$ has weight $2$ and satisfies $(log Q_{g})^2 ll log Q_f$), occurs before $c_{epsilon} cdot Q_F^{1/2-2 theta+ epsilon} $; where $Q_F,Q_f,Q_g$ are the analytic conductors of $F,f,g$ respectively, $theta < 1/4$, and $c_{epsilon}$ is a constant depending only on $epsilon$." @default.
- W3004388107 created "2020-02-07" @default.
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- W3004388107 date "2020-02-03" @default.
- W3004388107 modified "2023-09-27" @default.
- W3004388107 title "The first negative eigenvalue of Yoshida lifts" @default.
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