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THE HOMOGENEOUS SPECTRUM OF A GRADED COMMUTATIVE RING BY TORSION GROUP

THE HOMOGENEOUS SPECTRUM OF A GRADED COMMUTATIVE RING BY TORSION GROUP

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Let G be a torsion abelian group and let R be a G-graded commutative ring. In this paper, we identify the homogeneous prime ideals of R in terms of prime ideals of R<sub>e</sub>. Precisely, we show that the map P &#x21A6; P &#x2229; R<sub>e</sub> is a homeomorphism between the homogeneous prime spectrum of R and the prime spectrum of R<sub>e</sub> with respect to Zariski topology.

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