New relations between Borel sum rules for the magnetic moments of the Σ0 and Λ hyperons
В.С. Замиралов, Altuğ Özpineci, S. B. Yakovlev
Abstract
В.С. Замиралов, Altuğ Özpineci, S. B. Yakovlev
Abstract
New relations between the Borel sum rules in QCD for the magnetic moments of the Σ 0 and Λ hyperons are derived. It is shown that, on the basis of the sum rule for the magnetic moment of the Σ 0 hyperon, one can directly obtain the corresponding sum rule for the magnetic moment of the Λ hyperon, and vice versa, as well as the corresponding sum rule for the Σ 0 → Λ γ transition.
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New relations between the Borel sum rules in QCD for the magnetic moments of the Σ 0 and Λ hyperons are derived. It is shown that, on the basis of the sum rule for the magnetic moment of the Σ 0 hyperon, one can directly obtain the corresponding sum rule for the magnetic moment of the Λ hyperon, and vice versa, as well as the corresponding sum rule for the Σ 0 → Λ γ transition.
Key concepts: Hyperon, Physics, Sum rule in quantum mechanics, Magnetic moment, QCD sum rules, Moment (physics), Basis (linear algebra), Neutron magnetic moment