The principle of relativity, kinematics and algebraic relations

@article{Guo2010ThePO,
  title={The principle of relativity, kinematics and algebraic relations},
  author={H. Guo and C. Huang and H. Wu and B. Zhou},
  journal={Science China Physics, Mechanics and Astronomy},
  year={2010},
  volume={53},
  pages={591-597}
}
  • H. Guo, C. Huang, +1 author B. Zhou
  • Published 2010
  • Physics
  • Science China Physics, Mechanics and Astronomy
  • Based on the relativistic principle and the postulate of universal invariant constants (c, l), all kinematic symmetries can be set up as the subsets of the Umov-Weyl-Fock-Hua transformations for the inertial motions. These symmetries are connected to each other via combinations rather than via contractions and deformations. 
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