Re: M Physics 21: How many 'effective' Dimensions (eD) are sufficient to wrap the Cosmos? 'new & fresh!'

Posted by JohnCauthen on March 10, 2003 at 05:19:47:

In Reply to: M Physics 21: How many 'effective' Dimensions (eD) are sufficient to wrap the Cosmos? 'new & fresh!' posted by kx21 on March 10, 2003 at 02:20:58:

What if, instead of randomly forming new universes through star gates, the universe forms as a series of shells that travel outward until their points spread so far apart, they can't maintain molecules and other physical matter. Then it collapses and goes back to the center undetected through hysperspace "drains" between points, colliding together at the center to form new shells.

Our souls live many lives in physical bodies in one shell, then they are transported back to a younger shell and a more perfected world. The gods will have created a more perfect physical world in a younger shell of the universe. The Bible talks about "one third of the stars will fall from the sky". Or, we will be in a different place in a younger shell of the universe. Maybe stars represent real stars and the number of souls who made it.

This is all I could comment on from the last web page. I think the understanding of space made from points is fairly simple. We can understand that particles only move or try to move along the actual lines of direction.

In the model of points, a plane can be described as having three effective primary directions, and three less effective secondary directions: directions where points line up, but you have to go between points to get to each secondary point. Yet, it would not be so hard to do that. There is also the possibility of going between points and spiraling due to the energy, or pull between points. Spirals would not be perfectly smooth, but uneven, affected by the hexagonal structure. The structure has a lot of attractive force and will change the direction, or slow down a particle moving between points.

How many secondary dimensions are in 3-D space (dimensions where you go from point to point but go between points)? I don't know, maybe in the teens, or in the twenties.

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