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Nonlinear Relations between QCD Sum Rules for $\eta\Sigma\Sigma$ $\eta\Lambda\Lambda$ and $\pi\Lambda\Sigma$ Coupling Constants.

New relations between QCD Borel sum rules for strong coupling constants are
shown that starting from the sum rules for the coupling constants gM$\Sigma\Sigma$, M = $\pi^0,\eta$ it is straightforward to obtain the corresponding sum rules for the $g\pi\Lambda\Sigma$ and $\eta\Lambda\Lambda$ ones. In the given range of parameters the values of these couplings are obtained.

Номер документа: 2004-19/758

Авторы: A. Ozpineci, S.B. Yakovlev, V.S. Zamiralov

Email: [email protected]

pp-758.pdf
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