The String Theory in The Elegant Universe by Brian Greene

String theory means that everything exists due to Planck's oscillating strings and these strings are sources of every object of the universe, including those unknown. The theory also speculates about the existence of other dimensions and the parallel universe. In the elegant universe, Brian Green explains the different concepts of string theory and its origins. These include dimension theory, parallel universe, the origin of the universe. String theory is an interesting theory as it raises the idea that there are many things that have not yet been discovered in cosmology.

Brian Greene, one of the world's leading string theorists, combines the elegance of the theory he interprets with the rare fusion of scientific insight and writing, removing the mysterious layer surrounding the theory of strings, We will reveal the Universe. . The universe tears and repairs itself, and everything - from the smallest quark to the largest supernova - is produced by the microscopic vibration of the micro energy ring. In this book on 11-dimensional space and time, Brian Green proves that he is very special in at least three aspects: through the emergence of superstring theory, the theory of monument's theoretical physics Through his thorough understanding of origin and direction. . To contribute to the theory in determining its components and expanding its scope, and third, to explain the subject in a way that allows "outsiders" to gain an understanding and intuitive understanding about it .

Brian Greene's "elegant universe" is the best scientific book I have ever read. In the first five chapters we deal with space, time, special relativity, general relativity, and quantum mechanics. These are very clear and worth buying separately. Without any mathematics, Green can explain the essence of all these topics, and most importantly why the theory of relativity and quantum mechanics are incompatible, and why this is a problem for physicists Can you explain? Then he led the reader to string theory through various stages of thought. And it is attractive! Greene uses many examples to demonstrate concepts that imagination is difficult to learn. This is very useful. For example, in some very sophisticated miniaturization examples (they do not know if they are green structures or are physically well-known, but they are very clear), the "folding size" I can understand the meaning. And convenient)