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A generalization of Darmon's conjecture for Euler systems for general p-adic representations

dc.contributor.advisor栗原, 将人 / 教授
dc.contributor.authorSANO, TAKAMICHI / 佐野, 昂迪
dc.date.accessioned2014-05-16T01:16:48Z
dc.date.available2014-05-16T01:16:48Z
dc.date.issued2013-03-23
dc.description修士(理学), 2012, 基礎理工学専攻
dc.identifier.uri/sigma_local/handle/10721/6565
dc.publisher慶應義塾大学理工学研究科
dc.subject代数的整数論ja
dc.subject類数公式ja
dc.subjectオイラー系ja
dc.subjectコリヴァギン系ja
dc.subjectダルモン予想ja
dc.subjectp-進ガロア表現ja
dc.subjectp-adic Galois representationsja
dc.subjectalgebraic number theoryen
dc.subjectclass number formulasen
dc.subjectEuler systemsen
dc.subjectKolyvagin systemsen
dc.subjectDarmon's conjectureen
dc.subject精密類数公式en
dc.subjectrefined class number formulasen
dc.titleA generalization of Darmon's conjecture for Euler systems for general p-adic representations
dc.title.alternativeA generalization of Darmon's conjecture for Euler systems for general p-adic representations
dc.type学位論文

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