Physics – Quantum Physics
Scientific paper
2006-11-20
Physics
Quantum Physics
11pages, talk given at the 5th International Conference "Boyai-Gauss-Lobachevsky: Methods of Non-Euclidean Geometry in Modern
Scientific paper
Relativistic invariant projectors of states in a complex bispinor space on a complex spinor space are constructed. An expression for sections of bundle with connection on group SU(4) in an explicit form has been obtained. Within the framework of the proposed geometrical approach the rule of summation over polarizations of states in a complex bispinor space has been derived. It has been shown that states in a complex bispinor space always describe a pair of Dirac's particles.
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