Additive maps on prime and semiprime rings with involution
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DOI: 10.15672/hujms.661178
Abstract: Let $R$ be an associative ring. An additive map $x\mapsto x^*$ of $R$ into itself is called an involution if (i) $(xy)^*=y^*x^*$ and (ii) $(x^*)^*=x$ hold for all $x\in R$. The main purpose of this… read more here.
Keywords: involution; semiprime rings; maps prime; rings involution ... See more keywords