Fifth dimension

We live in a place with three spatial dimensions, and this is what I've realized human nature and those dimensions are (length and width and height), and the human has realized since the start of dealing with objects and lengths and surfaces and sizes, and what distinguishes these dimensions they describe the place , and with all orthogonal them.

- The fourth dimension is different than previously and is not the time, who proposed the idea of ​​the fourth dimension is Albert Einstein's theory of relativity.

And if the spatial dimensions describe the place and determined, and the fourth dimension of time describing the presence of that place.

Where do we find the fifth dimension?

Every body around us is subject to these four dimensions, and can not be dispensed with, but in the (abstract geometry), we can dispense with one of them, and, for example, studying the spatial geometry with out the time and Euclidean geometry (geometry) without a third dimension and is ( high), as well as studying Radiation and is one-dimensional, and we are in engineering, we isolate the dimensions of each other but in fact can never get any object, without one of those dimensions, for example:

- Say in the tendon or thread after a single is not true, because it has a cross-section defines the dimensions of others.

- And also to say that the paper is two-dimensional (height and width) just is not true, because it has a thickness (height) determines the third dimension.

- Note: You may come to mind, that, for example, can be separated time for the body with any spatial dimensions, but this is not true, yes it is separated physically because it is not of the nature of these dimensions, but each body has its own time, and related to the speed of this body compared at fixed speed in nature andIs the speed of light.

And we mentioned in the previous examples (tendon and paper): We are in the process of our lives neglect some dimensions, in the cause of these small dimensions compared with the rest of the dimensions, but in science exist.

And will restrict debate in spatial dimensions, because the fifth dimension is also where I am after.

What about the body fall upon the concept of these dimensions, but let's see ....... !! ??

It is a point, and is a serious engineering just, and we could not find a single point in nature, because the point of intervention in the construction of all-dimensional, and the height and width and height define our emptiness, which points represent the building blocks of it, but what about the abstract point and a single in the same, and we are studyingIn the abstract geometry.

Note: sometimes represent the point in it with a very small particle dimensions and has a mass, and this is only kind of rounding, not actually true abstract, and these types of approximations used in physics process.

In the abstract engineering know the point in it without particle dimensions.

In order to demonstrate that the concept of spatial dimensions does not apply to the point :

Will proceed from the simple concept, and it is not (the intersection of two straight lines is the point).

What if the point size of any three dimensions of this will be construed to be the Straight lines intersecting at a point, and will carry these dimensions means that in Straight lines size, and this is a contradiction with the definition of the rectum, in that a one-dimensional, and the wrong assumption that the point has three dimensions .

Image imaginary point to three-dimensions

- What if the surface of the point of any of this two-dimensional, will be construed to be the Straight lines intersecting at a point will carry

Those dimensions that in any Straight lines surface, and this is a contradiction with the definition in the rectum that is after

One, and the wrong assumption that the point is two-dimensional.

Image imaginary point to two-dimensional

- What if the point after one, this will be interpreted to that point is the length of

But we know that the point is (straight applied straight to the beginning of the end of the rectum itself) any that the length of the straight non-existent.

(And in this evidence, we demonstrate that the point is particle exists, but any of these dimensions do not apply to him, for it may be true to say that the point is not the dimensions of these spatial dimensions, but not in absolute form that point does not have the dimensions)

But would you say that the unit building dimensions and unit building vacuum is a particle with no dimensions, ie, that the place is a dimensional consists of points dimensionless, may have no dimensions in light of those spatial dimensions, because it does not fit and do not describe the building dimensions real.

In order to assume that its dimension and call this dimension in bulleted dimension, for example, and this is the fifth after us, which is characterized by the following:

- That after the ingredient to spatial dimensions and fills the objects, that is, the spatial dimensions determine the void which will present material, and the time dimension is defined by the time the presence of this material, and the bullet is the dimension which represents the material and fills this article.

Example for rounding: The spatial dimensions determine the (container), and bulleted dimension or blobs represent a material which will be placed in the container.

Shall bulleted dimension fixed, and there is no difference between the point and the other, we can not compare two points in terms of length or size because it is not correct her.

- Can not be described in any point number, because the numbers varying amounts, and this is contrary to the stability of the bullet dimension.

Infinite - Infinitesimal problem :

Before the advent of the theory (or Great tendon ultra-threaded), considered any bitmap objects composed of a set-point, and took many attempts to measure the point, but scientists were always fall in infinitesimal problem, and whenever they came up with a positive number thought that crosses about point, but this figure could also represents a straight length or surface area or space the size of carrying both of them infinite number of points, which was in the simplicity there are a smaller number always, for example, to not have a string length of 15 meters, and is composed of equal parts number 5, in order to know the length of every part of it divide the length of the rope on the number of parts shall be the length of one meter Part 3 / 3 = 5 ÷ 15

But to assume that we have a straight length of 1 m and an infinite number of points along contains what's the point?

In order to simplify so we have the following equation:

The quotient is what we call zero in the positive, (and it is quite a positive number is very small and very close to zero, but not equal to zero) where:

In other words, zero positive this is the length of a line segment, in the longitudinal meter, and not along the point, since there is at the point of what we call in length, so they fall always in trouble Infinitesimal with the point, as it

can not describe the point - as mentioned - in numbers, It also can not be described point in the equation or mathematical relationship mutant, and all we can do is set a certain point, Stated in spatial point coordinates (ie the amount of distance from the principle of coordinates - axis X, Y)

But we can say that the meeting infinite number of bulleted dimension (Points), constitute or be straight or space or the size of which is a vacuum filled in article

And have our word is just a reformulation of the concept and definition of the point in the abstract geometry.