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Given a modular form $f$ of degree $n_1 \le n$ and weight $k > n + n_1 + 1$ the Klingen-Eisenstein series of $f$ is a modular form $E_{n, n_1}(f)$ of degree $n$ and weight $k$ such that the Siegel $\Phi$ operator maps $E_{n, n_1}(f)$ to $f$.

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• Review status: beta
• Last edited by John Jones on 2012-06-26 14:54:18
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