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The universe is 11 dimensions.
According to the M theory (a type of superstring theory) proposed in the 90s, the universe is 11 dimensions and is made up of vibrating planes. For Albert Einstein, the universe is only 4 dimensions (3 dimensions of space and 1 dimension of time), and modern physics believes that there are 7 dimensions of space that we cannot see.
How do scientists explain the difference between the dimensions we already know and those that may exist but are not? They made an analogy: an ant walks on a piece of paper, and it can only walk right or left, forward or backward.
Neither high nor low means to it, which means that the third dimension of space exists, but it is not recognized by ants. In the same way, our world is made up of 4 dimensions (3 spatial dimensions, 1 temporal dimension), but we are not aware of all the other dimensions.
According to physicists, there should also be 7 dimensions. Although there are so many dimensions, these dimensions are invisible, they are wrapped up in each other and are called compressed dimensions. To clarify this view, let's take the example of the ant in our imagination.
We can imagine rolling up the piece of paper on which the ant walks until it forms a cylindrical shape. If an ant walks along the wall of paper, it will eventually return to the starting point, which is an example of a compressed dimension. The above phenomenon also occurs if you can walk along the famous Mebius, of course, it is 3 dimensions, but if you walk along it, you will always return to the starting point.
The Mebius belt is compressed from the perspective of dimensions, according to physics, it has three dimensions, but whoever walks on it can only recognize one dimension of people. It's a bit like the guy on the left: up or down, but never to the end.
If the ant does not walk along the curved wall of the paper tube, it will never return to its original starting point. This is the example of 2 dimensions (or the kind of dimension that we perceive), and if we follow it all the way, it is impossible to return to the original starting point.
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According to relativistic physics, in the fifth dimension of the "exponential dimension", we are confined to a thin film in the macroscopic (between the four-dimensional space-time cosmoview and the microcosm).
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No one in the world understands this question, including all scientists. Just think about it yourself, you can do whatever you want, I'm not kidding.
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Scientifically, "dimensional" means the number of data used for measurement, for example, the position of a point can be depicted by a number on a straight line, and the line is one-dimensional. The plane is two-dimensional, and so on time, our space-time is four-dimensional. The "superstring" is quantum-level, and 11 quantities are required to describe its state (such as energy levels, electric charges, etc.), so it is called 11 dimensions.
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Four-dimensional tensors are complicated.
It's just that the current "physicists" are making a great leap forward.
Euclidean spaces are all n-dimensional spaces, what is the significance?
A straight line in Euclionian space becomes a circle in Riemannian geometry.
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In superstring theory, it seems to say that the transgram is moving in 11 dimensions to support the nucleus.
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Yes, I don't see it in the high-level numbers that are not dimensional, and he is useful in reality.
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Eleven dimensions refer to the following dimensions:
1. The first three dimensions are the position, which exists in space.
2. The fourth dimension is velocity, which exists in time.
3. The fifth dimension is the velocity direction, which exists in the temporal direction.
4. The sixth dimension is velocity pointing, which exists in the velocity direction.
5. The seventh and eighth dimensions are state directions, which exist in the spatial direction corresponding to their own shapes.
6. The ninth dimension is the state corner, which exists in the scroll corresponding to its own shape.
7. The tenth dimension is the spin rate, which exists in the rolling time.
8. The eleventh dimension is the spin equatorial axis pointing, which exists in the rolling time direction.
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Eleventh dimension refers to ten-dimensional space and one-dimensional time, and there is no specific title.
Three dimensions of the ten-dimensional space exist around us, and six dimensions are based on superstring theory. Superstring theory requires strings to vibrate in different space-time to produce a series of basic properties such as different charges, masses, strong charges, and weak charges of elementary particles. After precise mathematical calculations (I don't know the specifics), six Planck scales (spatial dimensions, called "Calabi-Yau space") were determined.
There is also a one-dimensional space, which is produced by proving the transformation of two string theories under the influence of coupling constants in the m theory. In total, this is what we now call eleven-dimensional space-time.
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What is it in the eleventh dimension that brings you from the lower dimension to the higher dimension, and the universe is so amazing.
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