Mathematics.General Mathematics Section

Mathematics Forum

Author	Message / Information
dmuthuk Quote \| Reply \|	Order isomorphism posted on: 8/13/2007 5:57:58 PM Hi, I was wondering if the following statement is well defined, and if it is indeed true. Let X and Y be well ordered sets. If U is a map between X and Y with the property that for each a in X, U bijectively maps the "set of all points strictly smaller than a" to the "set of all points strictly smaller than U(a)", then U is a bijection between X and Y and it preserves order in both directions.
Kanpree Quote \| Reply \|	Order isomorphism replied on: 9/26/2007 4:55:23 PM Click on the link below: http://messenger.providesupport.com/messenger/stepsedu.html?ps_s=emaLHq4lr5dP&ps_mht=true Once you click on the link it will display Customer Support window. Just select the Technical Support Option, enter your name, write your Question and click on “Start Chat”. You will be connected to representative. He will connect you to the Tutor and tutor will help you for one hour absolutely free
LinkBot	Gamers Wanted is looking for people to write game reviews and post news, if your interested please visit Gamers Wanted About Us Page