The Radian-atrix

It is interesting to think of scattering problems in physics, both elastic and inelastic. However, quantum mechanics seems to suggest that particle scattering in the Dirac initial state and final state supposition, the angles of scattering are randomized. The quantum nature of scattering manifests in the seemingly random scattering from particle collisions. It is easily seen that the particle tracks in the LHC are part of the radian-atrix, or the randomized scattering angles for n particles. The star field from a galactic center also appears to be a randomized homogenous isotropic mix. These angles are defined by a radianatrix, or a matrix of angles generated from a vertex and operating on the number of particles in the ensemble. This idea helps explain things in affine topology or where the connectedness of things matters. It means that there is a basis of prime numbers that defines the scattering's fundamental structure.