Quote:
Originally Posted by stefanhendriks
See it like:
X,Y,Z,T,D(level)
We are at (for example)..
X,Y,Z,T,D(2)
perhaps some people are at
X,Y,Z,T,D(1)
where D(1) also means that this 'level' can mean that the entire world , all material is in another 'stage'.
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and when you wreck the boss you save the princess and you see the end credits ?
</joke>
Quote:
I still believe we have more then 4 dimensions PM, dispite your very convincing explenation about the 4 dimensions.
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Of course we have! Don't get me wrong. I did not say we only have 4 dimensions, I said we can only represent ourselves 3 of them and we only know 4 of them. But there are obviously way more! Because we don't know them doesn't mean they don't exist, and on the contrary the intersection model nD space = intersection of 2 n(D+1) spaces should confirm you that. Actually, I wouldn't be surprised if there was an infinite number of them.
And for sure, goes without saying, other Universes (which is in fact the same thing as other means to represent it). We know only 4 dimensions in our Universe, as if we knew of a road at night only what a lighting pole makes visible. If you land near another lighting pole, you'll recognize nothing of the road, but it'll still be the same road. If you were "projected" into other dimensions, you'd recognize nothing of our Universe, but there would nevertheless be the same matter, the same things, you would be talking to the same guys, you would be living the same life as now - the only thing is that you could simply not recognize it. Science progresses, and new theories are made, only when from a new lighting pole a scientist manages to recognize the same things he was viewing when he was near another lighting pole. That's exactly what Einstein did to find out the general Relativity: he dropped completely Euclidian geometry, and took the Riemann geometry instead (which states that a square angle is more than 90 degrees, that the sum of the angles in a triangle is more than 180 degrees, and that parallel lines do not exist). Look up for Riemann or Lobatchevski on google, you might find out what sort of weirdos these guys were and what they did
*edit*
I've found a little explanation
http://www.upscale.utoronto.ca/Gener.../Geometry.html
there may be better ones though
If you're not fond of math you can start reading at the middle of the page where it says: "In 1817 Carl Friedrich Gauss wrote: ....." The rest is very accessible.
*e 2*
oh and wea yeah, I think we've come quite offtopic too