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Precise Format of the Lorentz Transformations – Unsoundness of the United Space-Time


Nikolov, Alexandar


Research Papers


Relativity Theory



Date Published:

January 27, 2014




inertial systems, Lorentz transformations, Principle of opposites, Principle of relativity


It is by all means proved scientific fact that the World is structured on the Principle of opposites. Space and time are opposite natures – material and ideal. The united space-time is a fiction of relativism. We will demonstrate this with the Lorentz transformations between the inertial systems K and K' (we accept that the source of light K'(x', t') is moving in relation to K(x, t) , for example, to the right with velocity v on the axes X'=X and replace b=(1-v 2 /c 2 ) 1/2 ). The appearance of the transformations [x'=(x-v.t)/b ; t'=(t-v.x/c 2 )/b] is obviously intermediate (suggests that the mathematical operation in brackets is not bringed to the end). The expressions vt and vx/c 2 have the meanings, accordingly vt=Δx and vx/c 2 =Δt, which means that the so-called united space-time is an invention (fiction) of relativism. Actually, ∆x and ∆t are manifestly corrections to the x coordinate and time t, caused by transposition of the systems and the top speed of light. As a result (x-∆x)=x cor is the corrected coordinate x and (t-∆t)=t cor is the corrected time t. I.e. x' and t' are not reciprocal of x and t , but they are reciprocal quantitys of x cor and t cor . Therefore, we can represent the transformations in their lawful form: x'=x cor /b ; t'=t cor /b (or l'=l/b ; t'=t/b) for viewpoint K'. Then, without any doubt, the reverse expressions will be these: x cor =x'.b ; t cor =t'.b (or l=l'.b ; ....

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