论文标题
用作$ n- $（反）同态的乘法（广义）衍生物的衍生
Multiplicative (generalized)-derivations of prime rings that act as $n-$(anti)homomorphisms
论文作者
论文摘要
令$ r $为主要戒指。在本说明中，我们描述了$ r $的乘法形式的形式，这些形式的$ r $起源为$ n- $同晶或$ n- $ and抗异晶对$ R的非零理想。
Let $R$ be a prime ring. In this note, we describe the possible forms of multiplicative (generalized)-derivations of $R$ that act as $n-$homomorphism or $n-$antihomomorphism on nonzero ideals of $R.$ Consequently, from the given results one can easily deduce the results of Gusić \cite{Gusic2005}.
