An efficient scheme is applied to generate a nonisospectral Botie-Pempinelli-Tu(BPT)integrable hierarchy under the case whereλ_(t)=n∑j=0 k_(j)(t)λ^(-j).Based on an expanding higherdimensional Lie algebra,we obtain ...An efficient scheme is applied to generate a nonisospectral Botie-Pempinelli-Tu(BPT)integrable hierarchy under the case whereλ_(t)=n∑j=0 k_(j)(t)λ^(-j).Based on an expanding higherdimensional Lie algebra,we obtain a nonisospectral BPT integrable coupling hieararchy.It follws that some new nonisospectral nonlinear systems are obtained by reducing these two nonisospectral BPT hierarchies.Actually,these nonisospectral integrable models that we obtained can enrich the existing integrable models and possibly describe new nonlinear phenomena.展开更多
基金Supported by the National Natural Science Foundation of China(11971475)。
文摘An efficient scheme is applied to generate a nonisospectral Botie-Pempinelli-Tu(BPT)integrable hierarchy under the case whereλ_(t)=n∑j=0 k_(j)(t)λ^(-j).Based on an expanding higherdimensional Lie algebra,we obtain a nonisospectral BPT integrable coupling hieararchy.It follws that some new nonisospectral nonlinear systems are obtained by reducing these two nonisospectral BPT hierarchies.Actually,these nonisospectral integrable models that we obtained can enrich the existing integrable models and possibly describe new nonlinear phenomena.
