19-23 October 2026
Puebla
Mexico/General timezone
Contribution Poster
Speakers
- Ms. Jaqueline ESCAMILLA MUÑOZ
Primary authors
- Ms. Jaqueline ESCAMILLA MUÑOZ (universidad Autonóma del Estado de Hidalgo)
Co-authors
- Dr. Selim GÓMEZ ÁVILA (Universidad Autonóma del Estado de Hidalgo)
Abstract
We know since seminal work by Wigner, that any fields that transform irreducible under the action of the operator of the full Poincaré group, will correspond to the idea of an elementary system. We aim to explore this for spin-3/2 fields, using formulations of wave equations constructed from: Single and double quiral representations,Rarita-Schwinger, and the new possibilility: (1,1/2)\oplus(1/2,1)\oplus(3/2,0)\oplus(0,3/2) using the Duffin-Kemmer-Petiau formalism and its algebraic propeties, where the challenge its to have an explicit form of a covarient basis for each representation.
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