Characteristics consequences of space-time coordinate relativization

The possibility is discussed of using right and left Feynman clocks (made on the base of parity nonconservation) for practical realization of anisotropic time space. Characteristic properties of anisotropic (noncommutative) planimetry are considered. The difference between rotation in the Euclidean plane and rotation in the Minkowski plane is emphasized. It is noted that from the Minkowski space symmetry relatively inversions and reinterpretation principle the existence of antiparticles (as objects with negative energy moving back in time) follows. Attention is paid to the interconnection between space and time inversions. A possible nonconservation of leptonic charge in K(sub l(sub 3))(sup 0) decays is indicated as a consequence of the T-invariance violation.