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R. Morty's user avatar
R. Morty's user avatar
R. Morty's user avatar
R. Morty
  • Member for 8 years
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If a quotient ring is a projective module then the ideal is principal
Ah yes sloppy notation on my part. Thanks again!
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If a quotient ring is a projective module then the ideal is principal
Ok I think I got it thanks. To get used to the different notations, basically $R/I$ projective means $(1)=R=R/I \oplus I=(1+I)\oplus I$ so $I$ cyclic as well?
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