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This reading is a continuation of the earlier reading Nyambuya (2008); wherethree new Curved Spacetime Dirac Equations have been derived mainly to try andaccount in a natural way for the observed anomalous gyromagnetic ratio offermions and the suggestions is that particles including the Electron, which isthought to be a point particle, do have a finite spatial size and this is oneof the reasons for the observed anomalous gyromagnetic ratio. Combining theidea in Nyambuya (2008) which lead to the derivation of the three new CurvedSpacetime Dirac Equations, and the proposed Unified Field Theory (Nyambuya2007), a total of 12 equations each with 16 sub-components are generated thusleading to a total of 192 equations for the Curved Spacetime Dirac Equation.Some symmetries of these equations are investigated, i.e., the Lorentzsymmetry, charge conjugation symmetry (C), time reversal symmetry (T), Spacereversal (P) and a combination of the C, P and T - symmetries. It is shown thatthese equations are Lorentz invariant, obey C-symmetry and that some violate Tand P-symmetry while others do not and that they all obey PT-symmetry. Thesesymmetries show (or modestly said -- seem to suggest) that anti-particles havepositive mass and energy but a negative rest-mass and the opposite sign inelectronic charge. Through the inspection of these symmetries, a suggestion is(here) made to the effect that the rest-mass of a particle must be related tothe electronic charge of that particle thus leading us to a possible resolutionof whether or not Neutrinos do have a none-zero rest-mass. Additionally, wedemonstrate that these equations have the potency to explain naturally theobserved lepton generation phenomena.

Lepton Generation Problem, Some Properties and Implications of the Curved Spacetime Dirac Equation -- (II)