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16-00 - Associative rings and algebras :: General reference works

  1. additive inverse of one element times another element is the additive inverse of their product owned by cvalente
  2. alternative proof of condition on a near ring to be a ring owned by Wkbj79
  3. associates owned by drini
  4. Cartesian product of vector spaces owned by Mathprof
  5. commutant owned by asteroid
  6. concepts in abstract algebra owned by matte
  7. concepts in linear algebra owned by matte
  8. condition on a near ring to be a ring owned by CWoo
  9. direct sum owned by antizeus
  10. distributivity owned by yark
  11. dual module owned by Mathprof
  12. exact sequence owned by antizeus
  13. examples of modules owned by mathcam
  14. examples of rings owned by matte
  15. generated subring owned by polarbear
  16. \lambda v = 0 if and only if \lambda =0 or v is the zero vector in a vector space owned by aoh45
  17. inverses in rings owned by Wkbj79
  18. law of signs under multiplication in a ring owned by alozano
  19. left and right unity of ring owned by rspuzio
  20. Minkowski sum owned by matte
  21. minus one times an element is the additive inverse in a ring owned by alozano
  22. module owned by djao
  23. new vector spaces from old ones owned by matte
  24. Noether normalization lemma owned by dooder0001
  25. proof of second isomorphism theorem for rings owned by smw
  26. quotient ring owned by mathwizard
  27. ring owned by djao
  28. submodule owned by PrimeFan
  29. subring owned by yark
  30. uniqueness of additive identity in a ring owned by alozano
  31. uniqueness of additive inverse in a ring owned by alozano
  32. unities of ring and subring owned by pahio
  33. unitization owned by rspuzio
  34. unity owned by pahio
  35. unity of subring owned by pahio
  36. vector space owned by djao
  37. zero times an element is zero in a ring owned by alozano
  38. zero vector in a vector space is unique owned by matte

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