4D of space, time and matter
Of ferman: Fernando Mancebo Rodriguez--- Personal page. ----Spanish pages

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4D of space, time and matter Let's analyse a little the dimensions starting with the line or longitude.
A longitude or line can be considered as a sequence of points P (preferably in a straight line). ................ Therefore, and in principle, to form a longitude, it would suffice to join two points (..)=(_)
But to better define the length we can express it as a sequence of points that tends to infinity, and therefore it would be the minimum length times a numerical value or product ( _ N ) in which N would be the natural numbers.
Therefore, when we multiply _ successively by the natural numbers N, it gives us the length as a dimension.
Now, to build the 2D surfaces we can use the Cartesian coordinates (x,y), in which the surface would be the product of these two coordinates (x.y).
And to build the 3D volume we would use the three Cartesian coordinates (x,y,z) but multiplying them together, (x.y.z).
And the fourth dimension, what would it be?
Well, as we will see, the fourth dimension is the product of the previous three 3D by a fourth dimension to build the 4D.
(x,y,z).Q
In which Q would be the rational numbers to measure this dimension in order of growth or decrease, that is, to increase the volume considered, or to decrease it.
But we can also measure the fourth dimension with natural values N or others.

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Thus, if we take the 3D Cartesian Coordinates (x,y,z) as the basis of adjustment, to convert them into 4D we compose them with another dimension N (natural numbers) 4D = (x,y,z).N = (Nx , Ny , Nz).
If now we multiply and solve all these products one after another giving successive value to N, we will be inflating or enlarging a small initial cube (eg. 1 m^3) up to get a cube of infinite dimension, for example, a cube that contains the entire universe.
We can also obtain it by substituting the natural number N for the rational number Q (1/N), and we will be able to build a smaller and smaller cube to infinity.
4D = (x,y,z).Q = (Qx, Qy, Qz).
Well, this is all spatial math and perfectly understandable and adjustable.
And it is at the same time, the fourth dimension 4D, both arithmetic and geometric, as well as space and time.
Yes, also to time, because at the atomic level for example, an atomic year would be the duration of one rotation of an electron around an atomic nucleus (about 6.28 x 10^-22), all this because at the atomic level everything happens faster than at our level. ----

Considerations on the matter
In common mathematics we use the decimal system to build the numerical exponential dimension, or 4D, of mathematics.
I am referring that the number system of decimal units takes a 4D type structure, since we use exponential units 10^N to build these units such as:
1, 10, 100, 1000, 10000, etc. with which each value that takes N (natural number) represents a unit of level superior to the previous one. (ie. metre, decametre, hectometre, kilometre, ..... etc.)
Of course, space, time and matter also have this property of mathematical exponentiation through 4D. And what are these structural levels?
Well in matter, units (1) of a level added multiple times give us another unit of the higher level: In our case, multiple units of matter, which are the atoms, added together give us or make up another unit of the higher material system, the star.
But of course, before (under) atoms there are other smaller units, the sub-atoms, and after (up ) the stars there are other larger units, the supra-stars.
But in our case, the relative value between one and the other, measured in the simple longitudinal relationship, is approximately 6.28 x 10^22.
That is, the diameter of a star divided by the diameter of an equivalent atom would give us that relationship 6.28 x 10^22, and that in the drawing I express it as (a) or value of interrelation between levels.
a = (6.28 x 10^22)^(+/- N).
And of course the same consideration and value exists for time:
A atomic year is 6.28 x 10^22 minor than our terrestrial year. New dimensions 5Dx6D = universal motion x time = Cosmic energy ---

Thus, if we take the 3D Cartesian Coordinates (x,y,z) as the basis of adjustment, to convert them into 4D we compose them with another dimension N (natural numbers) 4D = (x,y,z).N = (Nx, Ny, Nz).
If now we multiply and solve all these products one after another giving successive value to N, we will be inflating or enlarging a small initial cube (eg. 1 m^3) up to get a cube of infinite dimension, for example, a cube that contains the entire universe.
We can also obtain it by substituting the natural number N for the rational number Q (1/N), and we will be able to build a smaller and smaller cube to infinity.
4D = (x,y,z).Q = (Qx, Qy, Qz) Once the fourth dimension 4D is obtained, we wonder if there will be other dimensions in the cosmos.
And at first glance it seems that yes, there are other dimensions because many things happen in our universe that are beyond these 4D dimensions.
Well, I think I see at least two other dimensions, which are so interrelated that perhaps they have to be studied as a double element, whose parts depend on each other.
I am referring to a perfectly and continuously visible element such as the continuous and indefinite movement and each and every one of the cosmic elements that we can observe.
Then this movement, to which we'll call universal motion, exists in the whole universe.
But for its existence there must be another element or dimension that allows the realization of this universal movement: And this parameter or dimension is time.
Then we have two new parameters or dimensions, apart from the four dimensions of space that we have already seen.
Namely: (mu) = universal movement, and (t) time.
And what would this set (mu.t) or product gives us, but applied and executed within the other four dimensions?
Well, it seems that it would be what we call energy, that is: movement of drag through space or fourth dimension.
Therefore, a primary formula containing all the dimensions involved could be:
(x.y.z.Q).(mu.t) = Cosmic energy.

In short, that there is a dimension or cosmic element that is the universal movement (mu. or 5D) and there is an element that measures and values the previous one, which is time (t. or 6D)

Later, it may be interesting to review and study the consequences of these new parameters or dimensions, such as the work carried out by this cosmic energy (5Dx6D), such as movements (1D, one-dimensional); evolution, transformation, erosion, aging, etc.,(in 3D and 4D form). The study of the different interrelationships between dimensions and the results that these interrelationships produce is very interesting.
For example, cosmic energy (5D.6D, universal movement through time) acting on the third dimension 3D, in its concentric action gives us Gravity as a result, and by the action of this gravity, the condensation of cosmic energy in matter (with its derivatives of magnetic forces, electrical forces, etc.), and later the evolution of this matter in all kinds of particles, orbital systems, atoms, molecules, evolution of life, etc.
Very interesting indeed...

Thanks friends