Ring (mathematics): Revision history

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5 June 2011

  • curprev 13:4713:47, 5 June 2011imported>Hayford Peirce 10,384 bytes +10,384 moved TOC to remove white space

23 December 2008

22 December 2008

20 December 2008

5 November 2008

14 November 2007

21 May 2007

6 May 2007

5 May 2007

1 May 2007

  • curprev 21:4321:43, 1 May 2007imported>Catherine Woodgold 9,499 bytes +1,159 specify positive n for Zn
  • curprev 21:4221:42, 1 May 2007imported>Catherine Woodgold 9,490 bytes +562 multiplication must be commutative in a ring according to Greg Woodhouse on talk
  • curprev 17:2817:28, 1 May 2007imported>Catherine Woodgold 9,456 bytes +528 →‎Formal definition: Example where multiplication is not commutative
  • curprev 17:2617:26, 1 May 2007imported>Catherine Woodgold 9,288 bytes +360 Moving more accessible material before the formal definition, and adding more hopefully accessible material.
  • curprev 17:1917:19, 1 May 2007imported>Catherine Woodgold 8,928 bytes +587 →‎Formal definition: "The only ring in which 0 has an inverse is the trivial ring of only one element." hope I have that right, I think it's easy to prove
  • curprev 17:1617:16, 1 May 2007imported>Catherine Woodgold 8,817 bytes +428 "of one variable" to make it consistent with the polynomial page
  • curprev 07:4607:46, 1 May 2007imported>Catherine Woodgold 8,801 bytes +412 →‎Formal definition: Adding examples and context, e.g. mentioning fields
  • curprev 07:2807:28, 1 May 2007imported>Catherine Woodgold 8,389 bytes +48 being more specific (otherwise it's incorrect)

28 April 2007

20 April 2007

  • curprev 08:3308:33, 20 April 2007imported>Martin Goldstern 8,010 bytes +8,010 →‎Ideals: If ''h'':''A''→''B'' is a ring homomorphism, then the inverse image of 0, { ''x''∈''A'': ''h''(''x'')=0 }, is an ideal of ''A''

1 April 2007

28 February 2007

  • curprev 14:4514:45, 28 February 2007imported>Aleksander Stosm 7,693 bytes +7,693 depopulating top category; remove cat. ring theory (no such workgroup)

20 November 2006

9 November 2006

2 November 2006

1 November 2006

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