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- W2155928997 abstract "The problem of minimal extensions of the Lorentz group by superluminal-like transformations is analysed. It is found that the 'extended relativity groups' are closely related to the complex Poincare group. 'Extended relativity' is then studied as a continuous kinematical symmetry of physical states (not necessarily superluminal), and its quantum-mechanical implications obtained by the construction of some classes of irreducible unitary representations. It is found that, if there are massive or massless states having 'extended relativity' as their kinematical symmetry group, there is a superselection rule operating between these states and ordinary matter. Their mutual interactions may display a new type of spontaneous breaking of PT invariance. The possible relevance of these new hypothetical states to T violation is neutral kaon decays and their observation as real states is discussed in two simple model examples." @default.
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- W2155928997 date "1980-02-01" @default.
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- W2155928997 title "Extended relativity, T-violation and a new kind of particle" @default.
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- W2155928997 doi "https://doi.org/10.1088/0305-4470/13/2/016" @default.
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