Spinorial structures, discrete symmetries and some consequences
arXiv:1909.13853 · doi:10.1142/S0217732321501297
Abstract
In this paper we discuss fundamental aspects related to the helicity and dynamics of the spin- fermions encompassed within the very well-known Lounesto's classification. More specifically, we investigate how the bi-spinorial structures behave under discrete symmetries, as well as analyse some consequences on the spinors dynamics. In addition, we find an interesting relation between the spinor helicity and the Lounesto spinor classification.
9 pages, 0 figures
References in corpus (13)
- Classification of Singular Spinor Fields and Other Mass Dimension One Fermions
- Constraints on mapping the Lounesto's Classes
- A hint towards mass dimension one Flag-dipole spinors
- Massive spin one-half one particle states for the mass dimension one fermions
- Fermionic degeneracy and non-local contributions in flag-dipole spinors and mass dimension one fermions
- Helicity -- from Clifford to Graphene
- The (restricted) Inomata-McKinley spinor representation and the underlying topology
- Some Remarks on dual helicity flag-dipole spinors
- A new class of mass dimension one fermions
- Singular spinors and their connection
- Flag-dipole spinors: On the dual structure derivation and , and symmetries
- Subliminal aspects concerning the Lounesto's classification
- From Dipole spinors to a new class of mass dimension one fermions