The So-Called Four-Dimensional Space

The view holds that neither Two-Dimensional Space, which is lower than Three-Dimensional Space, nor Four-Dimensional Space, which is higher than Three-Dimensional Space, is accessible to humans. Not only humans, but no three-dimensional object in the Great Universe could enter such a space.

The proof process is quite simple.

As with any general introduction to dimensions, the paper begins with Zero Dimension space. Zero Dimension space is a point with a radius of zero, which is beyond doubt. One-Dimensional Space is formed by the extension of a Zero-Dimensional Points, an infinitely long line without width or height. Two-dimensional space is a surface without thickness composed of infinite one-dimensional lines.

Three-Dimensional Space needs no further explanation; length, width, and Great Universe Space. It is the spatial dimension that humans live in and understand best. The same applies to Four-Dimensional Space, which is a hyperspace composed of infinite three dimensions.

So here's the question: the scientist saw that it first listed the physical laws in Three-Dimensional Space, that is, in this Great Universe Space. There were a few very simple laws, one being the Law of Universal Gravitation and the other being Coulomb's Law.

It then points out that the two formulas that have been proven correct and have guided humanity forward on the path of science have one thing in common: the force is inversely proportional to the square of the distance.

That is, the Inverse Square Law.

Why is the Gravity between two objects inversely proportional to the square of the distance between them? Similarly, why is the static force between two charges also inversely proportional to the distance between them? What lies behind the Inverse Square Law? The article explains that the essence of the inverse square law is related to space. The reason it is inversely proportional is because these physical laws apply in the isotropic Three-Dimensional Space of the Great Universe, that is, space is isotropic.

Isotropy means that the physical, chemical, and other properties of an object do not change with different directions. In other words, the performance values of an object measured from different directions are exactly the same. Applied to the three- Great Universe, this means that the laws of physics are the same everywhere in space, and do not differ due to changes in location.

So what does this have to do with spatial dimensions?

It is easy to know that when energy is evenly distributed from a point to all parts of space, it will form a sphere. Since space is isotropic, the energy on the sphere must be evenly distributed. The energy at each point on the sphere is the same. Therefore, the energy at each point is the energy of the sphere divided by the area of the entire sphere.

As anyone who has studied the formula for the area of a sphere knows, it is 4π multiplied by the square of R. Therefore, it is easy to calculate that the energy of each point in space is inversely proportional to the square of the radius of the sphere containing that point.

This explains the relationship between the Inverse Square Law and spatial dimensions, which is why the magnitude of the force in the Gravity formula and Coulomb Force formula is inversely proportional to the square of the distance between the object and the force. Coulomb's Law, Electric Field, electric potential energy, electric potential, and capacitance in Three-Dimensional Space can all be connected using the Inverse Square Law.

Therefore, by extension, in Two-Dimensional Space, it can be easily and very accurately calculated mathematically that the Gravity in Two-Dimensional Space is definitely not inversely proportional to the square of the distance, but rather inversely proportional to the first power of the distance.

Because it lacks one spatial dimension.

The same applies to Four-Dimensional Space. In Four-Dimensional Space, there is an additional spatial dimension, and in it, Gravity is inversely proportional to the cube of the distance.

The same applies to Coulomb Force, if it still exists there! The reason for this is that it is inversely proportional to the cube.

Under this physical law, electric charge may not even exist, or at least it may not exist in Three-Dimensional Space form.

The magnitude of the force is inversely proportional to the cube of the distance. This would cause three-dimensional objects to disintegrate directly due to changes in physical laws. Even if they still exist, they would rapidly expand to an unimaginable extent because of the inverse cube relationship between the force and the distance.

At that time, the bonded system formed by protons and electrons, namely Hydrogen Atom, will no longer be stable. They will disappear directly in the rapid expansion, and their information will be pulled into the extra spatial dimension, and then disintegrate in an instant.

Anything that originally obeyed the physical laws of Three-Dimensional Space would be completely annihilated if it entered Four-Dimensional Space. There is no possibility of someone going into Four-Dimensional Space and seeing Four-Dimensional Perspective, because entering would mean certain death.

Perhaps it cannot be called dead, but rather non-existent, because the laws of physics have changed.

Therefore, the so-called dimensional ascension is not something lofty or sophisticated, but rather something destructive.

Similarly, entering Two-Dimensional Space is the same; dimensional reduction also leads to destruction. Force is inversely proportional to distance, causing all three-dimensional objects to shrink into a single mass, and all original particles such as Proton Neutron, and atoms will disappear due to the alteration of physical laws.

When a three-dimensional object moves into two dimensions, it will cease to exist because it loses a spatial dimension.

Because of the changing laws of physics, it is impossible for a three-dimensional object to exist based on the physical laws of Three-Dimensional Space, whether in Two-Dimensional Space or Four-Dimensional Space.

Therefore, if this space is hyperspace, then the human experimental spaceship would have disappeared as soon as it entered. How could it still be detected by the human body as a change of direction, or even as an experiment being conducted there?

In two-dimensional and four-dimensional space, there is no stable Milky Way Galaxy, nor is there a beautiful starry sky.

This scientist and his research team believe that if a three-dimensional object could enter two or four dimensions, then that object must be a creation of a civilization capable of altering the laws of physics.

Therefore, their conclusion is clear: this space is not hyperspace.

Of course, the paper does indeed deny the existence of hyperspace, but it does more than that. At the end, the paper thoughtfully points out a way to prove the existence of hyperspace for scientific teams that insist that this space is hyperspace.

That is, the Inverse Square Law fails.

The failure of the Inverse Square Law is, to date, considered by scientists as convincing evidence of hyperspace or Two-Dimensional Space. In other words, if a scientific team can find a location in a region where the physical laws do not conform to the Inverse Square Law, it indicates that that location is hyperspace or a lower-dimensional space.

Of course, even if such a space existed, they felt it would be difficult to find and prove it; on the contrary, the most likely outcome was immediate death upon touching it.

From this perspective, both Two-Dimensional Space and Four-Dimensional Space are devastating weapons against civilizations in the three- Great Universe. Reducing the dimensionality of a space is Dimensional Reduction Strike, while increasing the dimensionality of a space is Ascension Strike.

Of course, this doesn't mean that three-dimensional beings are the weakest, because four-dimensional beings entering three-dimensional beings would also face Dimensional Reduction Strike, and two-dimensional beings entering three-dimensional beings would also face Ascension Strike.

In short, this Research Team told another Research Team: forget about Four-Dimensional Space, don't waste your time and resources, and just work with us to study what kind of Three-Dimensional Space distortion structure this space has!