Dynamical Basis of the Sum Rule2Ξ−−=Λ−+3Σ0+
- 12 October 1964
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review B
- Vol. 136 (1B) , B228-B230
- https://doi.org/10.1103/physrev.136.b228
Abstract
The amplitudes for the nonleptonic decay of hyperons are explained by a simple dynamical model in the framework of SU(3) symmetry. The parity-conserving amplitudes are described by the Feldman-Matthews-Salam model, while the parity-violating amplitudes are given by the dominance of the diagram. An effective weak Hamiltonian is used that transforms like under SU(3). The model predicts the sum rule for each set of amplitudes; in addition, all other experimental data on the amplitudes can be fitted by the model. These results are obtained without explicitly invoking invariance.
Keywords
This publication has 17 references indexed in Scilit:
- New experimental test of the decay rate prediction, 2Ξ--= Λ-+ √3σ+0Physics Letters, 1964
- Properties ofHyperonsPhysical Review Letters, 1964
- Unitary Symmetry and Weak InteractionsPhysical Review Letters, 1964
- Unitary Symmetry Model of Weak InteractionsPhysical Review Letters, 1964
- Intermediate vector mesons and unitary symmetryPhysics Letters, 1964
- Nonleptonic Weak Decays and the Eightfold WayPhysical Review Letters, 1964
- Transformation Properties of Nonleptonic Weak InteractionsPhysical Review Letters, 1964
- Unitary Symmetry and Nonleptonic DecaysPhysical Review Letters, 1964
- Symmetries of Baryons and MesonsPhysical Review B, 1962
- Nonleptonic Decay Modes of the HyperonsPhysical Review B, 1961