DarKonion
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Ok I understand, for the better part, that this topic is dead but I need to explain something for those who read over it.
String theories ,mainly the SuperString theory, use a scale of 10 dimentions to describe locations of strings (and to allow for the existence for fermions and bosons in the theory)
The idea of 10 dimensional strings in our "4 dimentional" (3 space and 1 time) worldline is difficult to grasp, as seen. What happens is the extra 6 dimentions are, ideally, wrapped in a ball/coil/ring/whatever someone decides eventually upon at every point in the 4 dimensional worldline that we live in. We cannot detect them due to their size of less than that of strings (which are theoretically 10^-33 cm... which is very very beyond our power to comprehend).
Interesting fact:
In the 1920's Kaluza and Klein came up with the Compactification theory. (and here comes my lazy factor ^^ )
"In the original work of Kaluza it was shown that if we start with a theory of general relativity in 5-spacetime dimensions and then curl up one of the dimensions into a circle we end up with a 4-dimensional theory of general relativity plus electromagnetism! The reason why this works is that electromagnetism is a U(1) gauge theory, and U(1) is just the group of rotations around a circle. If we assume that the electron has a degree of freedom corresponding to point on a circle, and that this point is free to vary on the circle as we move around in spacetime, we find that the theory must contain the photon and that the electron obeys the equations of motion of electromagnetism (namely Maxwell's equations). The Kaluza-Klein mechanism simply gives a geometrical explanation for this circle: it comes from an actual fifth dimension that has been curled up. In this simple example we see that even though the compact dimensions maybe too small to detect directly, they still can have profound physical implications." - John M. Pierre
So I hope i may have cleared up some things. And in my opinion, I believe that the dimentions are real and are just too small and difficult to detect that we cannot actually prove they exist.
String theories ,mainly the SuperString theory, use a scale of 10 dimentions to describe locations of strings (and to allow for the existence for fermions and bosons in the theory)
The idea of 10 dimensional strings in our "4 dimentional" (3 space and 1 time) worldline is difficult to grasp, as seen. What happens is the extra 6 dimentions are, ideally, wrapped in a ball/coil/ring/whatever someone decides eventually upon at every point in the 4 dimensional worldline that we live in. We cannot detect them due to their size of less than that of strings (which are theoretically 10^-33 cm... which is very very beyond our power to comprehend).
Interesting fact:
In the 1920's Kaluza and Klein came up with the Compactification theory. (and here comes my lazy factor ^^ )
"In the original work of Kaluza it was shown that if we start with a theory of general relativity in 5-spacetime dimensions and then curl up one of the dimensions into a circle we end up with a 4-dimensional theory of general relativity plus electromagnetism! The reason why this works is that electromagnetism is a U(1) gauge theory, and U(1) is just the group of rotations around a circle. If we assume that the electron has a degree of freedom corresponding to point on a circle, and that this point is free to vary on the circle as we move around in spacetime, we find that the theory must contain the photon and that the electron obeys the equations of motion of electromagnetism (namely Maxwell's equations). The Kaluza-Klein mechanism simply gives a geometrical explanation for this circle: it comes from an actual fifth dimension that has been curled up. In this simple example we see that even though the compact dimensions maybe too small to detect directly, they still can have profound physical implications." - John M. Pierre
So I hope i may have cleared up some things. And in my opinion, I believe that the dimentions are real and are just too small and difficult to detect that we cannot actually prove they exist.