Algebra of Currents and the ${K_{1}}^{0} - {K_{2}}^{0}$ Mass Difference

26 September 1966

journal article
research article
Published by American Physical Society (APS) in Physical Review Letters

Vol. 17 (13) , 736-739
https://doi.org/10.1103/physrevlett.17.736

Abstract

The

{K_{1}}^{0} - {K_{2}}^{0}

mass difference is calculated exactly from some recently suggested nonleptonic decay models by use of the techniques of the algebra of currents. We find

M ({K_{2}}^{0}) - M ({K_{1}}^{0}) = \frac{0.49}{τ ({K_{1}}^{0})}

, which agrees in both sign and magnitude with the recent experiments.

Keywords

PHYSICS

This publication has 9 references indexed in Scilit:

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Physical Review B, 1966
Unsubtracted Dispersion Relations in Weak Interactions and Unitary Symmetry
Physical Review B, 1966
Nonleptonic Decays of $K$ Mesons
Physical Review Letters, 1966
Non-leptonic decays in a quark model
Physics Letters, 1966
Models for nonleptonic decays based on the chiralU 3⊗U 3 algebra
Il Nuovo Cimento A (1971-1996), 1966
Equal-Time Commutators and $K$ -Meson Decays
Physical Review Letters, 1966
Dynamical Model for Nonleptonic Decays of Hyperons
Physical Review B, 1965
Some consequences of the octet dominance model
Il Nuovo Cimento (1869-1876), 1964
K 1 0 -K 2 0 mass difference - II
Il Nuovo Cimento (1869-1876), 1963

Algebra of Currents and theK10−K20Mass Difference

Abstract

Keywords

Algebra of Currents and the ${K_{1}}^{0} - {K_{2}}^{0}$ Mass Difference