Last Updated:2025/12/03

In many Lie algebra proofs, the Jacobi identity ensures that the cyclic sum a × (b×c) + b × (c×a) + c × (a×b) vanishes.

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In many Lie algebra proofs, the Jacobi identity ensures that the cyclic sum a × (b×c) + b × (c×a) + c × (a×b) vanishes.

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多くのリー代数の証明では、ヤコビの恒等式(a×(b×c)+b×(c×a)+c×(a×b)=0)が巡回和を零にすることを保証します。

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