Changes

Jump to navigation Jump to search

Lebesgue measurable (view source)

Revision as of 13:43, June 19, 2010

245 bytes added ,  13:43, June 19, 2010
m
Reverted edits by Richardt (Talk) to last revision by Aschlafly
Line 1: Line 1: −
Onwards Bin LAden.
+
Lebesgue measurable sets are those which can be assigned a volume. The measure of  set A is λ(A).
 +
 
 +
Non-Lebesgue measurable sets, when combined with the [[Axiom of Choice]], lead to strange results such as the [[Banach-Tarski paradox]].
 +
[[category:mathematics]]
Aschlafly
Anthony, Irenaeus, Siteadmin, apieditor, Bureaucrats, Check users, nsAm_Govt_101RO, nsAm_Govt_101RW, nsAm_Govt_101_ta, nsJudgesRO, nsJudgesRW, nsJudges_talkRO, nsJudges_talkRW, nsTeam2RO, nsTeam2RW, nsTeam2_talkRO, nsTeam2_talkRW, oversight, Administrators
126,654

edits

Retrieved from "https://www.conservapedia.com/Special:MobileDiff/788480"

Navigation menu