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Height of ideal in graded ring
Dear @Youngsu : Could you please tell me when the equalities occur?
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Height of ideal in graded ring
Dear Thomas Kahle, in the last line of your answer, you concluded that $\text{ht}(I)=\text{ht}(I')+1$, but we have to prove that $\text{ht}(I)\le\text{ht}(I')+1$ and why do we get $\text{ht}(IR_{(0)})=1$ ? I am so sorry if you feel my question is stupid. Thank you very much for your answer.
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Height of ideal in graded ring
Sorry, but in your answer you has just dealt with only prime ideal. My question is about a general ideal.
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