ASYMPTOTIC SU(3) AND VECTOR MESON DECAYS.
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- Type
- article
- Published
- 1967-08-21
- Cited by
- 90
- References
- 0
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- https://openalex.org/W2011668805
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- https://api.semanticscholar.org/CorpusID:121157961
Keywords
Physics, Meson, Particle physics, Lepton, Vector meson
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Cited by
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- Theoretical implications of recent electron—Positron colliding beam experiments
- Broken SU(3) algebra of fields spectral-function sum rules and ω−φ mixing
- Measurement of the γ-V coupling constants and σT (Vd) from coherent γ-d interactions at 7.5 GeV
- Short-range dominance: Predictions for e e → hadrons from p p data
- WEINBERG SUM RULES, THE RATIO F/sub K//F/sub pi/ AND K/sub A/ AND K* DECAYS.
- Tests for a possible class ofCP invariant solutions to the K_L → μ μ problem
- Inelastic and finite-width effects for e+e− → 2π, 3π and
- Spectral function sum rules in quantum chromodynamics: (I). Charged currents sector
- Asymptotic nonet symmetry and g_Φ pπ /g_ω pπ
- Generalization of the Bjorken asymptotic expansion for non-integer asymptotic powers
- An apparatus of the NBC type and the physics results obtained
- GENERALIZED STRESS-ENERGY TENSOR, SPECTRAL FUNCTION SUM RULES, AND THE 2sup + MESONS.
- Broken chiral symmetries, algebra of fields, and spectral-function sum rules
- Spectral function sum rules in quantum chromodynamics (II). Flavour components of the electromagnetic current
- Weinberg like sum rules revisited
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