Robert Khachiki Nazaryan, Hayk Roberti Nazaryan
2019
The Armenian Revolution in Science Continues We called this third volume of our research work "Armenian Special Theory of Time-Space", which best describes the very essence of our theory. The term "special" means that in this volume mainly discusses the case when observing systems are inertial systems (of course, with the Armenian interpretation). In addition, in this third volume, we have recognized that all observing and observed systems have the same "weight", that is in some sense, all systems are equivalent to each other. And what this means will become clear in the following volumes. ------------------------------------ By re-interpreting some very important concepts in the "Armenian Special Theory of Time-Space", such as “observed time” and “own time”, we were able to solve the nested crisis in the legacy theory of relativity, which been revealed in our second volume. We also outline the way to solve the problem of particle system movement as whole. ------------------------------------ We have also proved that "Armenian Special Theory of Time-Space" is rich in fine and difficult to grasp concepts, in many cases unexpected ideas and interpretations that are contrary to traditional physics perceptions and experiences. In our illustrated book, intended for wide circles, using only pure mathematical approach, we have been able to provide a new scientific breakthrough in the interpretation of the concepts of time and space, and have paved the way for the construction of the most general and unified theory. ------------------------------------ The "Armenian Special Theory of Time-Space" is mathematically so solid and perfect that it can't be wrong. Therefore, our derived Armenian Transformation Equations and all other Armenian Relativistic Formulas should not only replace Lorentz transformation equations or other legacy relativistic relations, but all modern theoretical physics must be rewritten again. Because the transformation equations and other formulas of lega
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