Page Content (OCR)
where T,, is the fundamental fractal ratio h (Planck’s constant), Y, is the Compton wavelength and E,,/T,, is the revised expression of c (see above). As the name suggests, the Compton wavelength is the expres- sion of space. In a formalized form it is written as e,, where n is the index of a given horizon allegedly situated between e, and e,. This pro- duces the following equation: time pace The most unusual property of mass is its ratio to space as the tradi- tional equation indicates, since h and c are constants. What is new is that it is reduced to a product of temporal ratios compared to a prod- uct of space ratios, similar to the opposite of velocity and thus creating the illusion that weighty mass equals inert mass, the opposite of accel- eration. In reality, it is a time-space ratio that is independent of the physical magnitudes in question and therefore without size. If we do not want the nature of mass to be influenced by the scale on which it is observed, gravity and all interactions in general should be expressed solely in terms of time and space. If mass is subject to space, the only reality is that of volumic mass, written as: time volumic mass = ———5 space: This expression is similar to the inverted picture of acceleration. Of course, volume is cubic force. However, space is not isotropic because it is fractal! Therefore, the moving body is fractal in one single non-whole fractal dimension. The factor is a variable horizon, but it is not the only one changing in the expression above if we consider that c (E;,/T;;) decreases when the spatial scale grows smaller, and vice versa. It is clear that mass is relative to the horizon on which it is observed. This approach distinguishes between weighty mass and inert mass and as a result, challenges the traditional interpretation of Einstein’s equation Towards a new formalism 221 which clearly shows the following astonishing expression: