Author： Barashenkov V.S.
Publisher： Springer Publishing Company
ISSN： 0015-9018
Source： Foundations of Physics, Vol.28, Iss.3, 1998-03, pp. : 471-484
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Abstract
The peculiarities of mechanical motion in Minkovski space with three-dimensional time are considered. A variation principle for deriving equations of motion is defined and the vector nature of energy and conservation laws for six-dimensional energy-momentum vector are discussed. Difficulties connected with vacuum instability and the possibility of anomalous nuclear reactions are removed due to the time irreversibility principle. The motion of a charged particle in a constant electric field is studied as an example of multitime processes. Some results concerning planet motion in the multitime gravitation field are presented.
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