A Lie algebraic approach to the Diophantine equation x2i+x22+…+x2n=y2(n≤9) and its transformation group

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概要

• 論文の詳細を見る
• 社団法人 日本数学会の論文

著者

• Morita Jun

  Institute Of Mathematics University Of Tsukuba

• WAKIMOTO Minoru

  DEPARTMENT OF MATHEMATICS, FACULTY OF SCIENCE HIROSHIMA UNIVERSITY

• WAKIMOTO Minoru

  DEPARTMENT OF MATHEMATICS FACULTY OF SCIENCE HIROSHIMA UNIVERSITY

関連論文

• Words, tilings and combinatorial spectra
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• Root strings with three or four real roots in Kac-Moody root systems
• Groups, Lie algebras and Gauss decompositions for one dimensional tilings
• Meta-abelianizations of SL(2,Z[ ])and Dennis-Stein symbols
• Braid relations, meta-abelianizations and the symbols {p, -1} in K_2(2, Z[1/p])
• A Lie algebraic approach to the Diophantine equation x2i+x22+…+x2n=y2(n≤9) and its transformation group
• Affine Lie algebras and the Virasoro algebra I

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