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Let \({\mathfrak {J}} = {\mathfrak {J}}(3, {\mathfrak {C}})\) denote all \(3 \times 3\) Hermitian matrices with entries in the Cayley algebra \({\mathfrak {C}}\) .

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Exceptional Lie Group \(F_4\)

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  • 发表日期：

    2025年

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  • Ichiro Yokota,
  • Takao Imai,
  • Tetsuo Ishihara,
  • Kazuyuki Mitsuishi,
  • Takashi Miyasaka,
  • Toshikazu Miyashita,
  • Akihiro Nishio,
  • Osamu Shukuzawa,
  • Osami Yasukura

摘要

Let \({\mathfrak {J}} = {\mathfrak {J}}(3, {\mathfrak {C}})\) denote all \(3 \times 3\) Hermitian matrices with entries in the Cayley algebra \({\mathfrak {C}}\) .