Jordan Nilpotent Group Rings of index $4$

preprint2025arXivOpen access

Let $RG$ be the group ring of an arbitrary group $G$ over an associative non-commutative ring $R$ with identity. In this paper, we have obtained the necessary and sufficient conditions under which $RG$ is Jordan nilpotent of index $4$ .

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Jordan Nilpotent Group Rings of index $4$

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Jordan Nilpotent Group Rings of index $4$