Stepping into the Fourth Dimension

Please imagine going to 4 dimensions and going to the magic show where top magicians in the world gather and diverge their eyes. Some people pass through the jet turbine, some gamble assistants, others can only blend, others turn pearls into tigers. However, each of these seemingly impossible stunts always has problems. The curtain falls instantaneously, the door closes, the light disappears, huge smog fills the room, or hides the screen actually happened.

As you can imagine, the fourth dimension is after the third dimension. As the name suggests, the third dimension is the dimension we are in. It is full of 3 dimensional objects. I can imagine two dimensions and one dimension. However, we live in 3 dimensions, so we can not completely imagine 4 dimensions. In the fourth dimension, what has happened or is about to happen and everything is constantly occurring. I think there is a correlation between supernatural activities and 4 dimensions. If supernatural activity is actually associated with 4 dimensions, this may be proof that death is 4 dimensional. If you leave your dimension, your body will have to disappear from the dimension you are leaving. As you die, your body rots over time and collapses in due course, but it is not anymore, but your energy is destroyed and consumed by other living things and continues the energy cycle.

One of the first major interpreters in 4 dimensions is Charles Howard Hinton, whose article is in 4 dimensions since 1880. It is published in the magazine of the University of Dublin. In his book "The Age of New Thoughts", he created the terms tesseract, ana, and kata and introduced a method for visualizing the four dimensions using the cube in the book. In 1908, Hermann Minkowski proposed a paper using time as the fourth dimension of space and time. And that is the foundation of Einstein 's special and general relativity theory. However, the non-Euclidean spacetime geometry is quite different from the geometry promoted by Hinton. Since the study of Minkowski space requires that the new mathematics is completely different from the mathematics of 4 dimensional Euclidean space, it develops completely along different lines.

In 1983, pioneering research on the history of contemporary art was announced. The fourth non-Euclidean geometry in contemporary art, currently Linda Dalrymple Henderson, a professor at the University of Texas at Austin. Among the well studied books, Henderson has revealed a deep relationship between art of the early 20th century (Cubism, Futurism, Dadaism, Surrealism and related movement) and 19th century mathematics, especially 4th dimension . Emergence of non-law Euclid space her book has been out-of-print for many years, but it is influential and stimulates people to rethink the origin of these art movements. For example, she shows that the general view of tying Cubism to Einstein is just a myth. Einstein was not well publicly known after the 1919 eating experiment, so the cubs, brakes and other cuevists certainly did not understand the work of Einstein in higher dimensions.