Invariant subvarieties of the 3-tensor space C^2⨂C^2⨂C^2

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概要

• 論文の詳細を見る

• We classify G-invariant subvarieties of the 3-tensor space C^2⨂C^2⨂C^2 that are defined by polynomials with degree≤6,where G=GL(2,C)×GL(2,C)×GL(2,C). We also calculate the character fo S^p(C^2⨂C^2⨂C^2), determine the generators of each irreducible component of S^p(C^2⨂C^2⨂C^2), and obtain some curious identities between them that play a fundamental role in classifying invariant subvarieties.

• 広島大学の論文
• 1994-12-28

著者

• Agaoka Yoshio

  Faculty Of Integrated Arts And Sciences Hiroshima University

• Agaoka Yoshio

  Faculty of Integrated Arts and Sciences, Hiroshima University

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• Invariant subvarieties of the 3-tensor space C^2⨂C^2⨂C^2

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