id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-6690	Afshar, Behnam ; Ameri, Reza ; Al-Tahan, Madeleine	Zariski Topology of (Krasner) Hyperrings	2025	19	.pdf	application/pdf	9586	727	82	and I be an ideal of R. (1) Consider R̄ = R/G = {rG; r ∈ R} and rG⊕sG = {tG; t ∈ rG+sG}, rG⊙sG = rsG. Then (R̄,⊕,⊙) is hyperring and 0R̄ = {0}, 1R̄ = G. (3) If R̄ = {r+I; r ∈ R}, r+I⊕s+I = {t+I; t ∈ r+s+I} and r+I⊙s+I = {t+I; t ∈ rs+ I}, then (R̄,⊕,⊙) is general hyperring and Spec(R̄) = {P/I;P ∈ Spec(R)}	cache/ejpam-6690.pdf	txt/ejpam-6690.txt