You are viewing a single comment's thread from:

RE: Let's talk about infinity! (Not your average math teacher)

in #mathematics8 years ago (edited)

See my reply to tralawar above (or whereever it is -- I didn't realize it moved). Essentially my concept of infinity is that it is a never-ending supply of something countable like days, or buildings, or ideas; and no matter how many you count you can always count one more. That is, any concieveable number that might be the boundary of infinity can always have one added to it to prove that it was not the boundary. Infinity has no boundary.