Extending the Classic Conclusions in Lorentz Transformation to the Relativity with Super Space Time
Issue: 2016 - Volume 9 [Issue 1]
J. S. Huang *
Jiangsu University, 301 Xuefu Road, Zhenjiang, Jiangsu 212013, P. R. China and Cetetek vLifeApp Group, 833 E Arapaho Rd, Richardson, TX 75081, USA and Suqian College, 399 South Huanghe, Suqian, Jiangsu 223800, P. R. China
Jiangsu University, 301 Xuefu Road, Zhenjiang, Jiangsu 212013, P. R. China
J. M. Huang
Suqian College, 399 South Huanghe, Suqian, Jiangsu 223800, P. R. China
*Author to whom correspondence should be addressed.
Albert Einstein found that, for two particles coming from the same source, when the state of one changes, that of the other may change at the same time, no matter how far they are apart from each other. This superluminal quantum entanglement phenomenon totally violates both the special and general theories of relativity where nothing speed exceeds the light speed. We believe that the entanglement is caused by the twist of the inhomogeneous space in different direction, and thus this speed is the same as the space vibration speed, which is way faster than the light, and we call this angle of view as the relativity with super natural space time coordinate, where time is derived from the space, and space is in turn derived from the mass. Based on the latest observations made by astronomer, there is an evidence suggesting that our universe, in large scale, is indeed a flat body, which agrees with above inhomogeneous hypothesis. One of the mathematical frameworks of relativity is related to Lorentz transformation, in this paper, we extend it for such relativity.
Keywords: Non-euclidean, lorentz transformation, mapping, relativity