Abstract

Mixing of multi-quark components in the non-singlet scalar mesons and the flavor singlet Λ (1405) baryon with negative parity are studied in the QCD sum rule. We propose a formulation to evaluate cross-correlators of q q ¯ ( qqq) and qq q ¯ q ¯ ( qqqq q ¯ ) operators and to define mixing of different Fock states in the sum rule. It is applied to the non-singlet scalar mesons and Λ (1405) baryon. We find that the multi-quark operators predict lower masses than the q q ¯ ( qqq) operators and that the multi-quark states are dominant in the lowest mass states.

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