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HADRONIC MATHEMATICS, MECHANICS AND CHEMISTRY 19
Figure 1.6. Another illustration of the second major scientific imbalance studied in this monograph,
the dramatic structural differences between exterior and interior dynamical systems, here
represented with the Solar system (top view) and the structure of Jupiter (bottom view). Planetary
systems have a Keplerian structure with the exact validity of the Galilean and Poincaré
symmetries. By contrast, interior systems such as planets (as well as hadrons, nuclei and stars)
do not have a Keplerian structure because of the lack of the Keplerian center. Consequently,
the Galilean and Poincaré symmetries cannot possibly be exact for interior systems in favor of
covering symmetries and relativities studied in this monograph.
In the transition to particles the situation remains the same as that at the
classical level. For instance, nuclei do not have nuclei and, therefore, nuclei are
not Keplerian systems.
Similarly, the Solar system is a Keplerian system, but the Sun is not. At any
rate, any reduction of the structure of the Sun to a Keplerian system directly
implies the belief in the perpetual motion within a physical medium, because
electrons and protons could move in the hyperdense medium in the core of a