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For M×N spectral matrix, a kind of operation ? which satisfies combination law (a?b)?c=a?(b?c) is introduced. The discrete multi?component zero-curvature equation is deduced by using the new operation ?, and a simple method for constructing discrete multi-component integrable hierarchy is proposed. As its application, the multi-component Toda hierarchy and its two kinds of integrable couplings are worked out. 相似文献
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