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What I am wondering is if I have a graded ring $A$ such that $X=Proj(A)$, then is there some specific classification of $B$'s such that $X=Proj(B)$.

I am particularly interested in the case where $A=K[x_1,\ldots,x_n]/(\text{one homogeneous poly})$.

Thanks in advance.

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Thanks Arturo, I considered that but was too lazy. :P –  BBischof May 3 '11 at 5:05

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