=> DUALITY OF TIME - 3.2.3 Minkowski Space... spatial dimensions, so that all frames of reference agree on the total space-time interval between events, even when the individual components in the Euclidean space and time differ due to length contraction and time dilation. In 1908, aware of the fundamental restatement of the theory wh ...
=> THE DOT POSTULATE - 9. Appendix: Deducing 
from 
:... uivalence relation , because the starting equation is not derived by any other fundamental method from current Relativity, other than being analogous to the equations of time dilation and length contraction: , . Using the same equation with ; thus: , we can also derive the relativistic ...
=> DUALITY OF TIME - 3.2.2 Lorentzian Transformation... ore, the Lorentzian transformations of Special Relativity have superseded the Galilean transformations of Newtonian physics. The Galilean transformations do not account for time dilation or length contraction, as the Lorentzian transformations do. In other words, Lorentz transformations ar ...
=> DUALITY OF TIME - 5.3.3.8 Relativistic Mass... ion of the mass-energy equivalence relation , because the starting equation is not derived by any other fundamental method from Relativity, other than being similar to the time dilation and length contraction: , . Using the same equation with ; thus: , we can also derive the relativistic e ...
=> DUALITY OF TIME - 1.3.7.3 Uncertainty Principle... speed of light, while all the other points will be at zero, at this particular time. According to Special Relativity anything moving at the speed of light its position is undefined, due to length contraction, i.e. it virtually exists in all places as far as it is undetected, but after det ...
=> DUALITY OF TIME - Chapter III: Modern Physics and Cosmology... is regard is Lorentz aether theory, which provided an elegant solution to how the motion of an absolute aether could be undetectable. In his theory of aether, Lorentz introduced the idea of length contraction, and Poincaré later was able to express it in mathematical equations, but ...
=> DUALITY OF TIME - 7.3.1 The Problem of Infinity... well as space. For example, when we draw a straight line, we are actually drawing a curve, because we must be moving the pen at some speed, so we have to take into account time dilation and length contraction according to Lorentz transformations. We can therefore make the appropriate calcu ...
=> ULTIMATE SYMMETRY - III.1 Hyper Symmetry and Relativity... ging. Lorentz aether theory, for example, provided an elegant solution to how the motion of an absolute aether could be undetectable. In his theory of aether, Lorentz introduced the idea of length contraction, and Poincar later was able to express it in mathematical equations, but shortly ...
=> ULTIMATE SYMMETRY - I.2.1 Fractals and Divergent Series... well as space. For example, when we draw a straight line, we are actually drawing a curve, because we must be moving the pen at some speed, so we have to take into account time dilation and length contraction according to Lorentz transformations. We can therefore make the appropriate calcu ...
=> TIME CHEST - 3.4 General Relativity and Hyper Symmetry... ging. Lorentz aether theory, for example, provided an elegant solution to how the motion of an absolute aether could be undetectable. In his theory of aether, Lorentz introduced the idea of length contraction, and Poincaré later was able to express it in mathematical equations, but shortl ...
The science of Time is a noble science, that reveals the secret of Eternity. Only the Elites of Sages may ever come to know this secret. It is called the First Age, or the Age of ages, from which time is emerging.
