一类超经典Boussinesq方程族的自相容源和守恒律（英文）

Self-consistent sources and conservation laws for a super classical-Boussinesqequation hierarchy

借助于矩阵李·超代数和超迹恒等式,建立了带自相容源的超经典Boussinesq方程可积族.此外,利用谱参数展开获得了可积的超经典Boussinesq方程的无穷守恒律.

With the help of the matrix Lie superalgebras and supertrace identity,the integrable super classicalBoussinesq hierarchy with self-consistent sources are established.Furthermore,infinite conservation laws for the integrable super classical-Boussinesq hierarchy are obtained by using spectral parameter expansions.