On maps of period 2 on prime and semiprime rings (Q2330243)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On maps of period 2 on prime and semiprime rings |
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On maps of period 2 on prime and semiprime rings (English)
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28 October 2019
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Summary: A map \(f\) of the ring \(R\) into itself is of period 2 if \(f^2 (x) = x\) for all \(x \in R\); involutions are much studied examples. We present some commutativity results for semiprime and prime rings with involution, and we study the existence of derivations and generalized derivations of period 2 on prime and semiprime rings.
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involutions
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prime rings
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semiprime rings
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