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13C99 - Commutative rings and algebras :: Theory of modules and ideals :: Miscellaneous

  1. Artin-Rees theorem owned by n3o
  2. bilinear map owned by yark
  3. bilinearity and commutative rings owned by Algeboy
  4. characetrization of primary ideals owned by joking
  5. counter example to Nakayama's lemma for non-finitely generated modules owned by sjm
  6. definition of prime ideal by Artin owned by pahio
  7. has a rank owned by yshen
  8. ideal included in union of prime ideals owned by polarbear
  9. ideals with maximal radicals are primary owned by joking
  10. Lasker-Noether theorem owned by CWoo
  11. Nakayama's lemma owned by n3o
  12. primary decomposition owned by mathcam
  13. primary decomposition theorem owned by CWoo
  14. primary ideal owned by mathcam
  15. prime element owned by drini
  16. prime ideal owned by djao
  17. prime ideals by Artin are prime ideals owned by pahio
  18. proof of Artin-Rees theorem owned by mat_cross
  19. proof of Nakayama's lemma owned by nerdy2
  20. proof of Nakayama's lemma owned by mclase
  21. quotient ring modulo prime ideal owned by pahio
  22. scalar map owned by Algeboy
  23. second isomorphism theorem owned by djao
  24. sum of ideals owned by pahio
  25. support owned by djao

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