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- W903668170 abstract "In general, Liouville integrable hierarchies of evolution equations were obtained by choosing proper U in zero curvature frame Ut - Vx + [U, V] = 0 first. But in the present paper, a new Liouville integrable hierarchy possessing bi-Hamiltonian structure is obtained by choosing V with derivatives in x and spectral potentials. Then integrable coupling, i.e. expanding Lax integrable model of the hierarchy obtained is presented by constructing a subalgebra of loop algebra A2." @default.
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- W903668170 date "2004-01-01" @default.
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- W903668170 title "AN INTEGRABLE HIERARCHY AND ITS EXPANDING LAX INTEGRABLE MODEL" @default.
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