Kyoto University Research Information Repository: 2100 保型形式の解析的・数論的研究

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2100 保型形式の解析的・数論的研究 21
(http://hdl.handle.net/2433/251493)

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書誌情報	ファイル
POWERS OF THE DEDEKIND ETA FUNCTION AND HURWITZ POLYNOMIALS (Analytic and Arithmetic Theory of Automorphic Forms) Heim, Bernhard (2019-01) 数理解析研究所講究録, 2100: 222-233

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最新登録資料

POWERS OF THE DEDEKIND ETA FUNCTION AND HURWITZ POLYNOMIALS (Analytic and Arithmetic Theory of Automorphic Forms)
Arithmetic properties of vector-valued Siegel modular forms (Analytic and Arithmetic Theory of Automorphic Forms)
Siegel modular forms of middle parahoric subgroups and Ihara lift (Analytic and Arithmetic Theory of Automorphic Forms)
ON THE GROSS-KEATING INVARIANTS OF A HERMITIAN FORM OVER A NON-ARCHIMEDEAN LOCAL FIELD (Analytic and Arithmetic Theory of Automorphic Forms)
Spherical functions on the space of $p$-adic quaternion hermitian matrices (Analytic and Arithmetic Theory of Automorphic Forms)