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This Concept Map, created with IHMC CmapTools, has information related to: WCW gamma matrices, complexified gamma matrices anti-commuting to Kaehler metric of WCW allowing interpretation as super generators of super-conformal algebra defined by symplectic algebra Sympl of δM^4_+×CP_2, super generators assignable to the entire Symplectic algebra and are bilinear in right-handed neutrino spinor modes and second quantized spinor field Ψ, linear combinations of fermionic oscillator operators of second quantized induced spinor fields at space-time surface so that Fermi statistics is geometrized, to the subgroup of symplectic isometries and are bilinear in other leptonic modes and quark modes and Ψ, WCW GAMMA MATRICES are identifiable as to the subgroup of symplectic isometries, complexified gamma matrices anti-commuting to Kaehler metric of WCW reducing the construction of WCW metric to that for WCW gamma matrices having interpretation as super-Hamiltonians of super-conformal algebra, WCW GAMMA MATRICES give rise to super Virasoro algebra with 5 tensor factors as required by the success of p-adic mass calculations, complexified gamma matrices anti-commuting to Kaehler metric of WCW expresible as linear combinations of fermionic oscillator operators of second quantized induced spinor fields at space-time surface, WCW GAMMA MATRICES are identifiable as super generators assignable to the entire Symplectic algebra, WCW GAMMA MATRICES are complexified gamma matrices anti-commuting to Kaehler metric of WCW
