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The theory of scale relativity was built, among other aims, to deal with questions of scale structuring We take into account an explicit intervention of the observation scales (which amounts to working within the framework of a fractal geometry), or more generally of the scales which are characteristic of the phenomena under consideration, as well as relations between these scales, by the introduction of a resolution space As we saw, such a description of structures over all the scales (or on a broad range) induces a new dynamics whose behavior becomes quantum rather than traditional However, the conditions under which Newton s equation is integrated in the form of a Schr dinger equation (which correspond to a complete loss of information on individual trajectories, from the viewpoint of angles, space and time) do not manifest themselves only on microscopic scales Certain macroscopic systems, such as protoplanetary nebulae, which created our solar system, could satisfy these conditions and thus be described statistically by a Schr dinger-type equation (but with, of course, an interpretation different from that of standard quantum mechanics) Such a dynamics leads naturally to a morphogenesis [DAR 03] since it generates organized structures in a hierarchical way, dependent on the external conditions (forces and boundary conditions) A great example of the application of such an approach is in planetary system formation It is fascinating that theoretical predictions about it could be made [NOT 93], then validated in our solar system, several years before the discovery [MAY 95, WOL 94] of the rst extrasolar planets We theoretically predicted that the distribution of semi-major axes of planetary orbits should show probability peaks for values an /GM = (n/w0 )2 , where M is the mass of the star, w0 = 144 km/s is a universal constant which characterizes the structuring of the inner solar system and which is observed (with its multiples and sub-multiples) from the planetary scales to extragalactic scales, and n is an integer It is also expected that the eccentricities show probability peaks for values e = k/n, where k is an integer ranging between 0 and n 1 Since then more than 250 exoplanets have been discovered, of which the observed distribution of semi-major axes (Figure 141) and eccentricities (Figure 142) show a highly igni cant statistical agreement with the theoretically awaited probability distributions [NOT 96b, NOT 97c, NOT 00d, NOT 01b, DAR 03] 147 Conclusion The present contribution has mainly focused on the detailed principle and theoretical development of the scale-relativistic approach However, we have not been able to touch on everything For example, the construction of an equation of the Schr dinger type starting from the abandonment of differentiability, explicitly shown above in the case of Newton s fundamental equation of motion, can be generalized in all cases where the equations of traditional physics could be put in the form of Euler-Lagrange equations This was done explicitly for the equations of rotational.

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