activity
20172020
most citedThe (restricted) Inomata-McKinley spinor representation and the underlying topology

9 citations · 16 across the 3 of their papers we have counts for

collaborators

5 papers

hep-th20207 cited

Exotic fermionic fields and minimal length

J. M. Hoff da Silva, D. Beghetto, R. T. Cavalcanti +1

We investigate the effective Dirac equation, corrected by merging two scenarios that are expected to emerge towards the quantum gravity scale. Namely, the existence of a minimal le…

hep-th2019

Remarks on mass dimension one fermions: The underlying aspects, bilinear forms, Spinor Classification and RIM decomposition

R. J. Bueno Rogerio, C. H. Coronado Villalobos, D. Beghetto +1

In the present essay we review the underlying physical information behind the first concrete example describing a mass dimension one fermion - namely Elko spinors. We start the pro…

math-ph2019

Spinor symmetries and underlying properties

J. M. Hoff da Silva, R. T. Cavalcanti, D. Beghetto +1

By exploring a spinor space whose elements carry a spin 1/2 representation of the Lorentz group and satisfy the the Fierz-Pauli-Kofink identities we show that certain symmetries op…

hep-th2019

On the generalized spinor classification: Beyond the Lounesto's Classification

C. H. Coronado Villalobos, R. J. Bueno Rogerio, A. R. Aguirre +1

In this paper we advance into a generalized spinor classification, based on the so-called Lounesto's classification. The program developed here is based on an existing freedom on t…

math-ph20179 cited

The (restricted) Inomata-McKinley spinor representation and the underlying topology

D. Beghetto, J. M. Hoff da Silva

The so called Inomata-McKinley spinors are a particular solution of the non-linear Heisenberg equation. In fact, free linear massive (or mass-less) Dirac fields are well known to b…