Vacuum, Space-Time, Matter And The Models Of Smarandache Geometry

作者：Changwei Hu · 发表于：UNM’s Digital Repository (University of New Mexico) · 年份：2012 · DOI：10.5281/zenodo.8800 · 被引用次数：2 · 研究领域：Advanced Mathematical Theories、Relativity and Gravitational Theory、Mathematics and Applications

Hu Chang-Wei considers through analysis on the basis of the derivation of the Lorentz transformation by means of fluid mechanics, that Newtonian absolute space-time theory is most basic and real space-time theory, where the physical vacuum is a compressible superfluid, a change of its density can cause a change of actual space-time standards, and thus, leads up to the quantitative effect deviated absolute space-time theory. The effects of relativity and quantum are all quantitative effects, and the space-times of relativity and quantum physics are the space-times twisted by quantitative effects. For some such descriptions, he calls "returning classics with quantitative effects", which is interesting as well as meaningful.