Looking for the Classification of Singular Spinor Fields Dynamics and other Mass Dimension One Fermions: Characterization of Spinor Fields
R. T. Cavalcanti
Abstract
R. T. Cavalcanti
Abstract
We investigate the constraint equations of the Lounesto spinor fields classification and show that it can be used to completely characterize all the singular classes, which are potential accommodations for further mass dimension one fermions, beyond the well known Elko spinor fields. This result can be useful for two purposes: besides a great abridgement in the classification of a given spinor field, we provide a general form of each class of spinor fields, which can be used furthermore to search for a general classification of spinors dynamics.
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We investigate the constraint equations of the Lounesto spinor fields classification and show that it can be used to completely characterize all the singular classes, which are potential accommodations for further mass dimension one fermions, beyond the well known Elko spinor fields. This result can be useful for two purposes: besides a great abridgement in the classification of a given spinor field, we provide a general form of each class of spinor fields, which can be used furthermore to search for a general classification of spinors dynamics.
Key concepts: Spinor, Spinor field, Dimension (graph theory), Constraint (computer-aided design), Fermion, Characterization (materials science), Field (mathematics), Physics