Iskanje po repozitoriju

Opis: Let A = Hα,β(S) be a generalized quaternion ring over an arbitrary unital ring S with supercenter Zs(A). In this article, we provide the structure of a supercentralizing additive map F on a generalized quaternion superring A and demonstrate that F on A is proper. Furthermore, we establish that any supercentralizing derivation on the quaternion ring is zero.
Ključne besede: supercentralizing, generalized quaternions rings, Z2-graded rings
Objavljeno v RUP: 18.08.2026; Ogledov: 443; Prenosov: 23
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