Yes you're right, but if you think of the space theoretically, a distance of zero is still a distance, which seemed to create a theoretical width for a number, or that a width of the series could be made up by a number of numbers of the same value. Which both ideas would create a problems if as I was informed in a BBC documentary that there could be infinities of different sizes. As it would seem this would enable you to make a comparison between any infinities with a common factor and relate the numbers in them one for one.
But I was thinking only in analogue terms and the documentaries were making analogies which are not shall we say substantiated and they did not make it clear they were using analogies.
I am not good at explaining, because of my dyslexia I have problems with exact terminology, so if you still have a problem or if someone can put up a better post feel free.
But I was thinking only in analogue terms and the documentaries were making analogies which are not shall we say substantiated and they did not make it clear they were using analogies.
I am not good at explaining, because of my dyslexia I have problems with exact terminology, so if you still have a problem or if someone can put up a better post feel free.