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To: ratan lal who wrote (33605)	10/23/2000 1:37:37 PM
From: Mathemagician	Read Replies (2) \| Respond to of 54805

OT: Dont positve Infinity and negative infinity ultimately converge?? Not in the usual Euclidean space. In a compact space they certainly could. For example, wrap the coordinate axes around a sphere, shrinking all four infinities down to a point on the back of the sphere. (This is a standard trick called one-point compactification.) There, positive and negative infinities are actually the same point. The same thing happens in one dimension when you turn an infinite line into a circle by "pasting together" the infinity points. M