Absolute Theory of Relativity (ATR)

While Einstein considered a relative space and relative time but the ultimate speed of light, we did the opposite: we considered an absolute time and absolute space but no ultimate speed, and we called it the Absolute Theory of Relativity (ATR). ATR has no time dilation, no length contraction, no relativistic simultaneities, and no relativistic paradoxes. After the 2011 CERN’s muon neutrino experiments with speed greater than the light speed, we recall our hypothesis and theories of superluminality. We don’t use Minkowski spacetime since we consider it as artificial, imaginary. We use the normal classical 3D-Euclidean space and 1D-time. Galilean transformations and symmetries are valid in our space. Our 1982 approach ([2]) is different from Santilli’s ([5]) views who has worked for years at a nonrelativistic absolute time theory, but at the covering Lie-isotopic level for interior dynamical problems, as in the iso-Galilean part of his volumes of 1991. His theory is nowadays vulgarized as "parametric Galilei relativity, " of course without any quotation of its origination, but in so doing they lose the crucial invariance over time (prediction of the same numbers under the same conditions at different time). Prior to his 1991 work, Dr. Santilli worked in the 1970s for years with Paul Roman and Jack Agassi on a relativistic absolut