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834 RUGGERO MARIA SANTILLIof all possible Riemannian line elements as indicated earlier, and the Lorentz-Santilli isosymmetry Ô(3, 1) is the universal symmetry of all possible Riemanniangravitation, first presented in Ref. [5].However, a necessary condition for the achievement of a universal symmetryfor all gravitational models is the abandonment of curvature since gravitation isrepresented in the Minkowski-Santilli isospace that is isoflat. This occurrence canalso be seen from the fat that isogravitation [11] is characterized by1) Factorizing any Riemannian g(x) metric into a 4 × 4 matrix ˆT (x) and theMinkowskian metric,g µν = ˆT µ(x) ρ × η ρν , (6.1.17)2) Assuming ˆT (x) as the inverse of the new isounit,Î(x) = 1/ ˆT (x), (6.1.18)3) Formulating the line element with Riemannian isometric g(x) = ˆT (x) × ηas an isonumber, that is, with respect to the isounit Î(x) = ˆT (x),ˆxˆ2 = [x t × ( ˆT × η) × x] × Î, (6.1.19)in which case the curvature represented by ˆT (x) is essentially ”cancelled out” byits inverse Î(x).The noninitiated reader should be aware that the conventional formulation ofgravity, that on a curved manifold, is afflicted by numerous theorems of catastrophicmathematical and physical inconsistencies studied in details in ChapterI.1., Ref. [13], and briefly outlined in Section I.1.4. Isogravitation was formulatedas the only way known to the author to bypass these inconsistency theorems, thatby eliminating curvature in favor of broader geometric views [10].A main result is the achievement in Ref. [12] of the apparently first known,axiomatically consistent grand unification of electroweak and gravitational interactions,where ”axiomatically consistency” is referred to the inclusion of bothmatter and antimatter (the latter being rather universally ignored in grand unifications),the use of a consistent operator formulation of gravity [11], e.g., verifyingthe PCT theorem, and admitting compatible symmetries.A central objective of this volume is to present a variety of experimental verificationsof isorelativity for interior dynamical conditions in different fields. 1010 ORGANIZED SCIENTIFIC CRIME AT WIKIPEDIA. In the footnote of Eqs. (6.1.9), we have denouncedthe organized scientific crime (as defined in Footnote 1 of this volume) perpetrated by theanonymous editors of Cornell University arXiv in violation of various U. S. Federal Laws that mandatedongoing legal prosecutions (see scientificethics.org).In this footnote we must denounce the corresponding organized scientific crime perpetrated by theequally anonymous editors of Wikipedia (see wikipedia.org). Readers should be aware that the anony-