Deformations of the coordinate system time axis depending on the observer's choice. In Fig. a the observer is the body ct 1 , x 1 , while in Fig. b the observer is the body ct 2 , x 2 . Deformations are shown for exemplary values of temporal and space coordinates equal to 3, 4, and 5.

Deformations of the coordinate system time axis depending on the observer's choice. In Fig. a the observer is the body ct 1 , x 1 , while in Fig. b the observer is the body ct 2 , x 2 . Deformations are shown for exemplary values of temporal and space coordinates equal to 3, 4, and 5.

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The paper presents a new approach to space-time problems that is completely different from the approach used for over 100 years. The essence of the changes are two new ideas that can be treated as a complement to the theory of relativity. The first is the description of reality as a four-dimensional Euclidean space. What we observe as space-time di...

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Context 1
... time axis of the coordinate system of the body assumed to be observed must be stretched, and a slightly more detailed analysis shows that the space axis of the system of the observed body should also be deformed. Deformations of the time axis depending on the observer's choice for exemplary values of coordinates equal to 3, 4, and 5 are shown in Fig. 5, while a general scheme describing the deformations of space-time dimensions in the system of the body observed as a function of velocity relative to the observer's system is presented in Fig. 6. However, the problem of deformation of the coordinates of a body in motion is symmetrical for both observers, and the swapping of the ...
Context 2
... seen in the diagram - Fig. 15, the speed of light will not be exceeded, while the speed interpreted as the speed of light is reached at one of the points in the diagram after composing two specific values of speed, each of which is less than the speed of light. A more detailed analysis of the graph will be presented in the chapter on the proposal of an experiment ...

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... It should be added that the velocity limitation implied by equation (12) does not imply any additional restriction on the direction of the trajectory of bodies in E4 but only results from the way the observation is carried out. This means that bodies can move along arbitrary trajectories while bodies moving along trajectories inclined to the observer's trajectory at an angle greater than or equal to 2 cannot be observed in the way we are able to observe our non-relativistic environment [3]. ...
... And in this way we get a picture of reality as Minkowski spacetime. The way of observing bodies -along directions inclined at different angles to the observer's time axis in E4 and the way of interpreting the results of these observations giving an image of Minkowski spacetime, is shown in Fig.3 [3,4]. In Fig.3b, the same distances 1 and 2 are placed on the same space axis perpendicular to the time axis of the observer's system. ...
... In the rest of the article I will address the most important problems posed by the new modelthose already solved and those still waiting to be solved. More such problems can be found in my other papers [1][2][3][4][5][6][7][8][9][10][11][12][13][14][15][16][17]. ...
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The description of reality as a space with the properties of Ether becomes possible if, instead of space-time dimensions, we use to describe reality a four-dimensional Euclidean space built of dimensions describing certain "universal" distances, which do not have predetermined properties of time or space distances. The interpretation of a set of specific directions in this reality as space or time dimensions is determined by the choice of a pair of bodies-the observer and the observed body. The new approach makes it possible to combine the concept of relative motion with the absolute reference system and to describe relativistic phenomena without having to accept Einstein's postulates and assume the relativity of the motion of bodies, since all these properties arise from the definition of space and the process of mutual observation. According to the new approach, the dimensions of time and space are not properties of space, but only concepts that we imagine on the basis of the process of observation of reality available to us.