V. M. Banda-Guzmán

most citedSecond order differential equations for bosons with spin j > 1 and in the bases of general tensor-spinors of rank-2j

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

hep-ph2016★ 2 cited

Second order differential equations for bosons with spin j > 1 and in the bases of general tensor-spinors of rank-2j

V. M. Banda Guzman, M. Kirchbach

A boson of spin-j>1 can be described in one of the possibilities within the Bargmann-Wigner framework by means of one sole differential equation of order twice the spin, which howe…

hep-ph2013

Status of the lower spins in the Rarita-Schwinger four-vector spinor $ψ_{μ}$ within the method of the combined Lorentz- and Poincaré invariant projectors

E. G. Delgado-Acosta, V. M. Banda-Guzmán, M. Kirchbach

We investigate the status of the lower spin-1/2 companions to spin-3/2 within the four-vector spinor, $ψ_{μ}$ . According to its reducibility, $ψ_μ\longrightarrow \left[(1/2,1)\oplus…

Second order differential equations for bosons with spin j > 1 and in the bases of general tensor-spinors of rank-2j

Status of the lower spins in the Rarita-Schwinger four-vector spinor ψμ​ within the method of the combined Lorentz- and Poincaré invariant projectors

Status of the lower spins in the Rarita-Schwinger four-vector spinor $ψ_{μ}$ within the method of the combined Lorentz- and Poincaré invariant projectors