Ulteriori informazioni
Provides an overview of the eigenspinors of the charge conjugation operator and mass one dimension fermions.
Sommario
Preface; Acknowledgements; 1. Introduction; 2. A trinity of duplexities; 3. From elements of Lie symmetries to Lorentz algebra; 4. Representations of Lorentz Algebra; 5. Discrete symmetries: Part 1 (Parity); 6. Discrete symmetries: Part 2 (Charge conjugation); 7. Eigenspinors of charge conjugation operator, Elko; 8. Construction of Elko; 9. A hint for mass dimension one fermions; 10. CPT for Elko; 11. Elko in Shirokov-Trautman, Wigner, and Lounesto classifications; 12. Rotation induced effects on Elko; 13. Elko-Dirac interplay, a temptation and a departure; 14. An ab initio journey into duals; 15. Mass dimension one fermions; 16. Mass dimension one fermions as a first principle dark matter; 17. Continuing the story; Appendix: a brief survey of other Elko literature; References; Index.
Info autore
Dharam Ahluwalia is a theoretical physicist known internationally for his research on neutrino oscillations, interface of the gravitational and quantum realms, and new constructs in quantum field theory. In the early 1990s he introduced what later came to be known as Elko, and in 2005, together with Daniel Grumiller, reported on an unexpected theoretical discovery of mass dimension one fermions. This work has opened the field of Elko cosmology and has attracted the attention of physicists working on the localisation problem in five dimensional branes. In 1996, he was awarded the First Prize of the Gravity Research Foundation, jointly with Christoph Burgard.
Riassunto
This overview of mass dimension one fermions and the eigenspinors of the charge conjugation operator is written by one of the theoretical physicists involved in their discovery. With mass dimension one fermions being candidates for dark matter, this is an important book for students and researchers in quantum field theory.
