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Extra Dimensions


arkain101

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First you have to watch part or all of this video to understand my conclusion.

I am interested in others opinions on my conclusion.

Conclusion:

This math is incorrect in its application. When you add more dimensions to a limited 3 Dimensional geometry, all you are doing is repeating certain measurements such as (1,1) where you do it twice or three times. Essentially this makes no change to the object. However, when you apply the same rules of 3D math to these higher dimensions you get values greater than the limitation of 1. In other words, if I measure a board and write down the length, and then measure the board again, and add that second measurement to the first, I get an answer that is double of that of one measurement. This is obviously pointless and incorrect. But that is what higher dimensional math is doing. It is pretending there are hidden dimensions that can be involved in a 1,2, or 3 dimensional object. You have to understand that dimensions are not an actual thing. They were created by people who developed a system of 360 degrees, so that it divides equally into 90 degree parts for simplicity. We call this square. Think of these dimensions as degrees of freedom. If you take a 3 dimensional ring for example, ask yourself how many degrees of freedom of motion does it have? First you can rotate it like a wheel on one axis. This gives it angular momentum. Then you can rotate it on another axis and cause it to spin like a coin on the table. Next, you can move the object over a distance so it has kinetic energy. Interestingly, these applications of motion don't add up equally. The first motion gives the ring angular momentum through one degree of freedom. The next motion causes the path of angular momentum to take a curved path on an imaginary 3 dimensional sphere or a literal sphere if it was spinning fast enough. So as you can see you can't add up the first and the second together to get the correct result. You have to take into consideration the pathway any given point on the ring takes through 3 dimensional space. It looks much more like a wave than it does a ring. However, it does add energy to the ring when the second type of motion is applied (spinning it like a coin). When we move the ring through space, it is like the 4th dimension. The ring acquires more total energy. However, this is the limit to the degrees of freedom. You cannot add any further "dimensions" to the system. All you can do is change the angles and velocity which in turn changes the frequency and polarization. Using an equation you could pretend to add another dimension for the ring, but in reality this would effect the energy states of the lower dimensions of 1,2, and 3. This says that every time you add a dimension, it will consume some of the total energy from the system of the ring from the lower dimensions. This is clearly false mathematics because your claiming that the ring is moving in more than one direction at a time, both left and right, and forward and back, and up and down, and the fourth dimension of the total mass moving through space in one dimension while in two directions at the same time. As you can see this does not add any kind of higher dimensional change, it only creates a paradox where motion can split two ways at the same time with one single object. (this is actually very close to the phenomena of quantum physics). So, in my opinion you need to create a new set (new object) once you apply all the degrees of freedom to a single object if you want to use higher dimensions. This way you are creating copies of the first object and tuning them to specific energy states, where they can be the same or different. We think of higher dimensions as hidden dimensions (like in this video) and forget that there must be a point where things split into two or more systems.

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