Abstract
Hyperon resonances excited in kaon-nucleon scattering are investigated in the framework of an SU (3) soliton model in which kaon degrees of freedom are treated as small fluctuations around an SU (2) soliton. For partial waves l ⩾ 2 the model predicts correctly the quantum numbers and average excitation energies of most of the experimentally observed Λ and Σ resonances. Some disagreement are found for lower partial waves.
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