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Research Article Volume 2 Issue 1
Motion analysis of particles using the hyper-complex numbers representation
Vlad L Negulescu
Dresdener Ring 31 61130 Nidderau, Germany
Received: February 05, 2019 | Published: February 25, 2019
Citation: Negulescu VL. Motion analysis of particles using the hyper-complex numbers representation. Open Acc J Math Theor Phy. 2019;2(1):15-20 DOI: 10.15406/oajmtp.2019.02.00047
Abstract
The present contribution uses the Hyper-Complex Numbers model to describe and analyze the kinematics and dynamics of ideal particles. The analysis extends to superluminal particles and tachyons. The pure particles and pure forces are also defined and discussed. The behavior of pure tardyons and pure tachyons is further presented.
Keywords: H and VH- numbers representation, geometrized unit system, big bang, pseudo-rotation, Lorenz transformations, equations of the motion, source, tardyons, tachyons, mass-momentum relationships
©2019 Negulescu. This is an open access article distributed under the terms of the, which permits unrestricted use, distribution, and build upon your work non-commercially.