Dergi makalesi Açık Erişim

Spin raising and lowering operators for Rarita-Schwinger fields

   Acik, Ozgur; Ertem, Umit

Spin raising and lowering operators for massless field equations constructed from twistor spinors are considered. Solutions of the spin-3/2 massless Rarita-Schwinger equation from source-free Maxwell fields and twistor spinors are constructed. It is shown that this construction requires Ricci-flat backgrounds due to the gauge invariance of the massless Rarita-Schwinger equation. Constraints to construct spin raising and lowering operators for Rarita-Schwinger fields are found. Symmetry operators for Rarita-Schwinger fields via twistor spinors are obtained.

Dosyalar (119 Bytes)
Dosya adı Boyutu
bib-c6c35ba0-d32b-44b9-9d18-29207717f369.txt
md5:a4c956b9dc9a8c2cd2b2612287f676ee
119 Bytes İndir
32
10
görüntülenme
indirilme
Görüntülenme 32
İndirme 10
Veri hacmi 1.2 kB
Tekil görüntülenme 30
Tekil indirme 10
Atıflar
  • Citation Indexes: 4
Okunma İstatistikleri
  • Readers: 5

Alıntı yap

Acik, O. ve Ertem, U. (2018). Spin raising and lowering operators for Rarita-Schwinger fields. PHYSICAL REVIEW D, 98(6). doi:10.1103/PhysRevD.98.066004

Loading...