A remark on the Koide relation for quarks
arXiv:1111.0480
Abstract
The charged lepton masses obey to high precision the so-called Koide relation. We propose a generalization of this relation to quarks. It includes up and down quarks of the three generations and is numerically reasonably close to the Koide limit.
2 pages
Cited by in corpus (9)
- A new Koide tuple: strange-charm-bottom
- Explorations of two empirical formulae for fermion masses
- A modified version of the Koide formula from flavor nonets in a scalar potential model and in a Yukawaon model
- Quark mass matrices inspired by a numerical relation
- What do fractals learn us concerning the masses of fundamental particles, of hadrons, and of nuclei? Concerning also disintegration life-times?
- A possible origin of the q=4/3 diquark
- Do we understand the internal spaces of second quantized fermion and boson fields, with gravity included? Relation with strings theories
- A higher-dimensional Lagrangian representation of bi-cylindrical dynamical geometry for the mass-hierarchy problem of charged leptons
- Proceedings to the 27th Workshop "What Comes Beyond the Standard Models" Bled, July 8-17, 2024