Supercentralizing maps on generalized quaternion ringsFošner, Ajda (Avtor) Heidari Zadeh, Leila (Avtor) supercentralizinggeneralized quaternions ringsZ2-graded ringsLet 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.20262026-08-18 11:18:44Članek v reviji23516UDK: 512.552ISSN pri članku: 2423-4788DOI: 10.22034/kjm.2025.501627.3442COBISS.SI-ID: 287909379sl