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Message from discussion Expansion of the universes volume
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BURT  
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 More options Nov 8 2009, 2:18 am
Newsgroups: sci.physics.relativity, sci.physics, sci.math, rec.org.mensa
From: BURT <macromi...@yahoo.com>
Date: Sat, 7 Nov 2009 18:18:19 -0800 (PST)
Local: Sun, Nov 8 2009 2:18 am
Subject: Re: Expansion of the universes volume
On Nov 7, 12:07 pm, Argir Pando Vasil Dobri Matea Karagorgovi

<nada...@gmail.com> wrote:
> On Nov 7, 5:20 am, BURT <macromi...@yahoo.com> wrote:

> > It is cubed because each of the 3 dimensions is expanding at the same
> > rate.

> > Space has a dimensional direction grid. There are two directions for
> > each dimension. Up and down direction for the first dimension lets
> > say. Right and left for the second dimension lets say and then front
> > and back directions in the third dimension. All dimensions are alike.
> > They all have two directions in space. And you can't tell them apart.
> > The dimensional grid is another way of looking at space. If you take
> > whole space we see infinte directions or what is called degrees of
> > freedom.

> > Mitch Raemsch

> no BURT, from my perspective that is not the way the universe WARTs.
> space may have many, many i mean countless number of many axes and
> that number is same as the number of material points consisting the
> local brotherhood of material points. each axis is not strait line but
> it is elliptic or spiral one. it means that along the elliptic axis if
> you start from one point and go forward or backward you will end up
> where you started (the zero is neutral, left and right from it are the
> protet and antitet while the diametrically opposite infinity is
> doubtral) while along the spiral axis the ending point differs from
> the starting point in recursive manner: their next difference against
> their current difference equals to their current difference against
> their previous difference -- the lever law again. your degree of
> freedom is now set to infinity that is you're dismissed.

You need to go back to school.

Mitch Raemsch


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