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Mass dimension one fermions from flag dipole spinors
According to the Lounesto classification, there are six classes of spinors.
The Dirac and Weyl spinors belong to the first three and the sixth classes
respectively. The remaining fourth and fifth classes are known as the flag
dipole and flag pole spinors respectively. In this letter, a mass dimension one
fermionic field with flag dipole spinors as expansion coefficients is
constructed. These spinors are shown to be related to Elko (flag pole spinors)
by a matrix transformation. It shows that the flag dipole spinors are
generalizations of Elko. To construct a Lorentz-covariant quantum field, an
infinitesimal deformation is applied to the spinor dual. Subsequently, we show
that the fermionic fields constructed from Elko and flag dipole spinors are
physically equivalent.Comment: 10 page
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