Stochastic Wavepacket Tessellation of Atomic Constitution and Periodic Table in Structural R3×SO(3) Solid State Configuration Space

We have made a direct electron wave-packet modeling of the elements and parameters of the solid state configuration space R 3 ×SO(3) by a structural realization of the SU(3) Lie algebra into a cyclically expanding isotropic vector matrix unfolding of its infinitesimal root vectors, faithful to his prescriptions how these partial derivative “geodetic curves of length equalling zero” interact so that the “Pl u cker line geometry can be transferred into a sphere geometry” by trigonometrically projecting its “straight lines into space R’s spheres’ rectilinear generatrices” and vice versa, where “x, y, z are perceived as parameters and dx, dy, dz as direction cosines”. This outlines a unit lattice cell of the two interconnecting root vector sets, spanning an interior spacefilling 12-step one-octahedron/two-tetrahedrons SO(3) electron helical loop walled in and coordinated by the likewise 12-edged and by itself three-dimensionally close-packing parallelepiped infinitesimal ground eigenelement  of R 3 . By a hierarchically accumulating coherent brick-laying of this wave-packet hybrid in a recurring Bohr orbital sequence order, the primordial hydrogen ion plasma phase of the universe and its self-inflation into the full atomic and periodic table organization with all its static and dynamic, single as well as collective characteristics is replicated exactly and exhaustively as in reality.