Revision as of 20:23, 26 July 2010 edit 92.16.187.189 (talk) For this, I think "discovered" is a better word as a lot of Cantor's work is heavily committed to mathematical realism. ← Previous edit		Latest revision as of 12:47, 29 November 2014 edit undo Brirush (talk \| contribs) Extended confirmed users 4,130 edits after reading several references, I realized this is just ordinal arithmetic. Redirecting.
Line 1: #REDIRECT [[ordinal arithmetic]]▼ In [[mathematics]], '''transfinite arithmetic''' is the generalization of [[elementary arithmetic]] to [[infinity\|infinite]] quantities like [[infinite sets]]. It was originally discovered by the Russian-born German [[mathematician]] [[Georg Cantor]]. ~~== See also ==~~ [[transfinite number]] * [[cardinal arithmetic]] ▲* [[ordinal arithmetic]] ~~{{settheory-stub}}~~ ~~[[Category:Basic concepts in infinite set theory]]~~

Transfinite arithmetic: Difference between revisions