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13C05 - Commutative rings and algebras :: Theory of modules and ideals :: Structure, classification theorems

  1. all bases for a vector space have the same cardinality owned by CWoo
  2. cardinalities of bases for modules owned by CWoo
  3. characterization of prime ideals owned by GrafZahl
  4. decomposition of a module using orthogonal idempotents owned by alozano
  5. entries on finitely generated ideals owned by pahio
  6. module-finite owned by yark
  7. module-finite extensions are integral owned by rm50
  8. properties of bases owned by CWoo
  9. ring-finite integral extensions are module-finite owned by rm50
  10. vector spaces are isomorphic iff their bases are equipollent owned by CWoo
  11. Zorn's lemma and bases for vector spaces owned by CWoo

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