Parallel vector transfer. Criticism
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It is mistakenly believed that in a curved space, parallel transfer of a vector along a closed contour leads to a change in its direction. It is also erroneous to say that when a vector moves along different trajectories at the end point, its directions turn out to be different. Evidence of the fallacy of these statements is provided. It is mistakenly believed that in a curved space, the parallel transfer of a vector along a closed contour leads to a change in its direction. It is also erroneous to say that when the vector moves along different trajectories at the end point, its directions turn out to be different. The proofs of the fallacy of these statements are given.
The text of the book was translated from the original language using an artificial intelligence program. For the most part, the translation of the text is of very high quality, but in some cases, due to the imperfection of the technology, there may be incorrect phrase translations in the text, as well as single words and expressions may not be translated.
FL/172305/UA
Data sheet
- Name of the Author
- Петр Путенихин
- Language
- Ukrainian
- Release date
- 2021
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It is mistakenly believed that in a curved space, parallel transfer of a vector along a closed contour leads to a change in its direction. It is also erroneo...