タイトル |
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Trace identities of twisted Hecke operators on the spaces of cusp forms of half-integral weight
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作成者 |
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主題 |
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Other
Trace identity
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Other
twisting operator
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Other
half-integral weight
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Other
Hecke operator
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Other
cusp form
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内容注記 |
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type:Article
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Let $R_{psi}$ be a twisting operator for a quadratic primitive character $psi$ and $ilde{T}(n^2)$ the $n^2$-th Hecke operator of half-integral weight. When $psi$ has an odd conductor, we already found trace identities between twisted Hecke operators $R_{psi} ilde{T}(n^2)$ of half-integral weight and certain Hecke operators of integral weight for almost all cases (cf. [U1--3]). In this paper, the restriction is removed and we give similar trace identities for every quadratic primitive character $psi$, including the case that $psi$ has an even conductor.
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出版者 |
日本学士院
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日付 |
Created2010-02-01
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Issued2004
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言語 |
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資源タイプ |
journal article |
出版タイプ |
VoR |
資源識別子 |
URI
http://hdl.handle.net/10935/1428
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関連 |
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isIdenticalTo
DOI
https://doi.org/10.3792/pjaa.80.131
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収録誌情報 |
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NCID
AA00785474
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ISSN
0386-2194
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Proceedings Japan Academy Ser. A
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巻80
号7
開始ページ131
終了ページ135
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ファイル |
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コンテンツ更新日時 |
2023-08-20 |