No one would have believed that minds immeasurably superior....

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Bimble

Bimbling along ...
We don't, but Adams asserted it as the premise of his argument, so we can work within those confines.
Working within the confines of infinity ... now my brain is properly mashed :wacko: :laugh:
 

Tin Pot

Guru
Waste of time arguing really.......


Tha answer is 42!

It is the answer, but if you understood what it refers to you wouldn't be saying it's a waste of time.

I spent a good deal of my life asking people if they really understood what they were asking of me. They got there eventually, which allowed me to answer them much better.
 

marinyork

Resting in suspended Animation
Location
Logopolis
So one infinity can be infinetly larger than another infinity?

The 'smallest' infinity is aleph-0. It is not known whether there are any other infinities between the countably infinite and real numbers. The 'size' of the set of rational numbers is the same as that of the integers which is the same as natural numbers etc.
 
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