Jacobi identity
名词 n.
英文释义
名词 n.
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Given a binary operation × defined on a set S which also has additive operation + and additive identity 0, the property that a × (b×c) + b × (c×a) + c × (a×b) = 0 for all a, b, c in S.
— We give here two proofs of the Jacobi identity for the generalized Poisson bracket defined in Eq. (13.69a).
词形变化
词源
After German mathematician Carl Gustav Jakob Jacobi (1804-1851).
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