Biquadratische Reciprocitatsgesetz in k(i) ; Hyperkomplexe Zahlen ; Minkowski's Satz uber n lineare Formen ; Zur Theorie der Funktionale
Type
Book
Creator
高木, 貞治
Creator transcription
タカギ, テイジ
Takagi, Teiji
Description
ID：ノート17
本文言語：ドイツ語、一部英語
解説：整数論などについての講義ノートと思われる。冒頭に目次あり 項目:複平方剰余の相互法則、交代群と対称群など
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Faculty / Graduate SchoolGraduate School of Mathematical Sciences
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Original OwnerGraduate School of Mathematical Sciences Library, The University of Tokyo
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Data ProviderGraduate School of Mathematical Sciences Library, The University of Tokyo
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Rightshttps://www.ms.u-tokyo.ac.jp/library/resource.html#other
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Metadata Rightshttp://creativecommons.org/publicdomain/zero/1.0/
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IIIF manifesthttps://da.dl.itc.u-tokyo.ac.jp/portal/repo/iiif/24656db4-df0f-4d6b-9af8-8ab8fd06591b/manifest
Collection
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Takagi Teiji Lecture Notebooks
These are handwritten notes by Takagi Teiji (1875-1970), a professor at the former Imperial University of Tokyo who is said to be Japan's first world-famous mathematician.
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関連資料
Transcendency of π ; Louisville's numbers : Hibert's Grundlage der Geometrie ; Resolvente 5. grades ; Die Modulargleichung vom Kiepert ; Fastperiodische Funktionen ; Canonische Form der quadratischen Formen ; Fortsetzung der Theorie der quadratischen Form
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Takagi Teiji Lecture Notebooks | Graduate School of Mathematical Sciences
Lectures on Algebra, Elementary number theory and Theory of algebraic equations (1919)
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Lectures on number theory,Rational number theory and Quadratic forms
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Takagi Teiji Lecture Notebooks | Graduate School of Mathematical Sciences
Reciprocitatsgesetz im Kummerschen Korper
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Takagi Teiji Lecture Notebooks | Graduate School of Mathematical Sciences
Theorie der quadratischen Zahlkorper
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Takagi Teiji Lecture Notebooks | Graduate School of Mathematical Sciences
Theorie der algebraischen Zahlen
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