Letbe a graded ring.
: homogeneous element of degree
.
= localized ring
, where
={
}.
= {elements of degree zero in
}.
Then there is 1-to-1 corresponence between homogeneous prime ideals ofwhich does not contain
and pime ideals of
.
In my opinion, homogeneous prime idealin
may relate to pime ideal
of
.
But I can't show that any prime ideal ofis of the form
.


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