奇维空间中的运动方程与T-，C-不变性
Equations of motion in odd-dimensional spaces and T-, C-invariance
摘要：
研究了三维和五维Minkowski时空中Dirac型方程关于时间反射（Pauli和Wigner意义下）以及电荷共轭操作的性质.建立了Dirac方程在四分量（三维空间）和八分量（五维空间）情况下的P-，T-，C-不变性.本文在庞加莱群的框架内，提出了描述外电磁场中质量不定的粒子运动的相对论方程。
英文摘要：
The properties of the equation of Dirac type in three-dimensional and five-dimensional Minkowski space-time with respect to time reflection (in sense of Pauli and Wigner) as well as to the operation of charge conjugation are investigated. P-, T-, C-invariance of Dirac equation for the cases of four components (in three-dimentional space) and eight components (in five-dimensional space) is established. Within the framework of the Poincare group a relativistic equation is suggested wich describes the movement of a particle with non-fixed (indefinite) mass in external electromagnetic field.
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