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- W3150677984 abstract "让 A 是因素 von Neumann 代数学并且是从 A 的一张非线性的 surjective 地图到自己上。，我们证明那满足那(A)(B)(B)(A)*= AB BA * 为所有 A， B A，那么在那里存在一张线性 bijective 地图：A 令人满意的(A)(B)(B)(A)*= AB BA * 为有 h (0 ) 的 A 上的 A， B A 和真实功能的 h = 0 以便(A)=(A)+ h (A) 我为每 A 一。特别地，如果 A 是一种类型我因素，那么(A)= cA + h (A) 我为每 A 一，在此 c =" @default.
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- W3150677984 date "2012-01-01" @default.
- W3150677984 modified "2023-09-29" @default.
- W3150677984 title "MAPS PRESERVING STRONG SKEW LIE PRODUCT ON FACTOR VON NEUMANN ALGEBRAS" @default.
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