Revolution And Rotation In Cosmology*

This has been added to the compound posting on this blog about the cosmology theory, "The Theory Of Stationary Space". If you are unfamiliar with this theory, you can read the "Brief Abstract" and maybe the Introduction on that compound posting in July 2017.

We can still see the original two-dimensional sheet of space from which matter, in my cosmological theory, was formed, as well as the two other dimensions, altogether four dimensions that the matter was scattered across by the Big Bang. Three of these four dimensions we see as space, and the other as time because what we perceive as particles of matter are actually one-dimensional strings.

Whenever matter comes together freely by gravity, such as our Solar System or galaxy, it tends to revolve around a central point in a two-dimensional plane. This two-dimensional plane, aside from outside forces, is constant and well-defined.

But to specify the location of a planet or star in space requires coordinates in three dimensions. What happens in our Solar System is that two of the three dimensions involved in the locations of the planets remain constant, but the third does not. The two dimensions that remain constant are the two of the revolutionary plane around the sun. The one that does not is the location of the planet within that plane.

We could say that the two dimensions of the plane in which the planets revolve around the sun is specified, in that these two dimensions remain constant. But the planet is also in a third dimension of space, aside from the dimension of space that we perceive as time. This dimension, however, is not specified in that the planet does not remain in a fixed position in this dimension.

The planet is within this dimension, just as it is with the two of the revolutionary plane, but there is no specific designation as to where in that plane the planet is to be located. So what the planet does is it locates in all possible locations within that plane, since none are specified and it has an equal chance of being in any one location. Since the planet, seen in three dimensions, can only be in one location in the third dimension at once, it has to cycle through each possible location.

In other words, the planet revolves around the sun. It's position in two dimensions are specified, always remaining constant, but it's position in the third dimension is not. But there is also a fourth spatial dimension, the one that we perceive as time. The position where the planet is found is not constant in the third dimension, as it is with the first two, but the change in it's location in the third dimension is dictated by the fourth dimension.

So we can see that there are four dimensions, but that these four are divided into two sets of two with regard to the location of the planet. The two dimensions of the plane in which the planet revolves around the sun remain constant. The third dimension of the planet's location in space does not remain constant, which is why the planet revolves around the sun, but this third dimension does for a constant with the fourth dimension, which we perceive as time, in that the planet is at a given place in the third dimension at a given time.

The location of the planet in the first two dimensions, the revolutionary plane around the sun, is not affected by either the third or the fourth dimension, which is time. The third and fourth dimensions together form a constant of the planet's location but this is affected by the first two dimensions.

Thus we have two sets of two dimensions here, a Primary Pair and a Secondary Pair. The Primary Pair is the revolutionary plane of the planet around the sun. The Secondary Pair is the third dimension of the planet's location with time.

There is another way of looking at it. The Z-axis, the spatial dimension perpendicular to the plane of revolution around the sun remains constant. The time dimension also remains constant, the planet always exists somewhere in time. It is the other two, the two dimensions of the revolutionary plane around the sun in which the location of the planet is always changing but the two dimensions together form a constant with regard to the location of the planet.

But either way we have two sets of two dimensions, one primary and one secondary. This is information, and information has to come from somewhere.

What do you notice here with regard to the cosmological theory. Remember that matter formed from a two-dimensional sheet of space that formed within, but was not contiguous to, the multi-dimensional background space. One of the two dimensions of this sheet disintegrated in the matter-antimatter reaction that we perceive as the Big Bang when one end of the sheet came in contact with the other. The matter that is actually the one-dimensional strings which are the remaining one dimension of the sheet were scattered across four dimensions of the background space.

That means that there were two original dimensions, the two dimensions of the sheet of space, and two new dimensions of space that make up the four over which the matter of our universe is scattered, and we see this in how the universe operates today. It's simple.

After one dimension of the two-dimensional sheet disintegrated, in what we perceive as the Big Bang, there were one-dimensional strings, the remaining dimension of the sheet that is the matter of the universe, scattered over four dimensions of the background space. That is one dimension in four. What do you notice about how planets and stars rotate? One dimension is specified, the axis of rotation, but the other three are not. But the other three do form a constant together as one is the dimension that we perceive as time.