Quaternionic Quantum Mechanics: the Particles, their q-Potentials and Mathematical Electron Model
Abstract
In this work we show the quaternionic quantum descriptions of physical processes from the Planck to macro scale. The results presented here are based on the concepts of the Cauchy continuum and the elementary cell at the Planck scale. The symmetrization of quaternion relations and the postulate of quaternion velocity have been crucial in the present development. The momentum of the expansion and compression is the consequence of the scalar term in the quaternionic deformation potential.
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