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An N-fold Darboux transformation with multi-parameters for the famous Belov-Chaltikian lattice is derived with the aid of the gauge transformation between the corresponding discrete 3 × 3 matrix spectra.By using the Darboux transformation and the reduction technique,new multi-soliton solutions for the Belov-Chaltikian lattice,which are proved to be of solitary features,are given in the exponential form.