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- Q5288699 subject Q9243089.
- Q5288699 abstract "In mathematics, the Doi–Naganuma lifting is a map from elliptic modular forms to Hilbert modular forms of a real quadratic field, introduced by Doi & Naganuma (1969) and Naganuma (1973).It was a precursor of the base change lifting.".
- Q5288699 wikiPageExternalLink jnlpdf.php?cdjournal=jmath1948&cdvol=25&noissue=4&startpage=547&lang=en&from=jnlabstract.
- Q5288699 wikiPageWikiLink Q20749256.
- Q5288699 wikiPageWikiLink Q32229.
- Q5288699 wikiPageWikiLink Q395.
- Q5288699 wikiPageWikiLink Q4866383.
- Q5288699 wikiPageWikiLink Q564426.
- Q5288699 wikiPageWikiLink Q5761218.
- Q5288699 wikiPageWikiLink Q625519.
- Q5288699 wikiPageWikiLink Q870797.
- Q5288699 wikiPageWikiLink Q9243089.
- Q5288699 comment "In mathematics, the Doi–Naganuma lifting is a map from elliptic modular forms to Hilbert modular forms of a real quadratic field, introduced by Doi & Naganuma (1969) and Naganuma (1973).It was a precursor of the base change lifting.".
- Q5288699 label "Doi–Naganuma lifting".