AbstractA new super-extension of the KdV hierarchy is proposed, which is associated with a 3×3 matrix spectral problem. Using super-trace identity, generalized bi-Hamiltonian structures of this hierarchy are established. Moreover, infinite conservation laws of the new super-KdV equation are derived
We study the Harry Dym hierarchy of nonlinear evolution equations from the bi-Hamiltonian view point...
We discuss two supersymmetric KdV-type theories, possessing both a bi-Hamiltonian structure and a La...
Abstract. For a generalized super KdV equation, three Darboux transformations and the corresponding ...
In this paper, a super Wadati-Konno-Ichikawa (WKI) hierarchy associated with a 3×3 matrix spectral p...
A generalized super-NLS-mKdV hierarchy is proposed related to Lie superalgebra B(0,1); the resulting...
In this paper, a new generalized 5×5 matrix spectral problem of Ablowitz-Kaup-Newell-Segur type asso...
Recently we investigated a new supersymmetrization procedure for the KdV hierarchy inspired in some ...
AbstractA new super-extension of the KdV hierarchy is proposed, which is associated with a 3×3 matri...
We generalize to the supersymmetric case the representation of the KP hierarchy as a set of conserva...
Associated with s͠o(3,R) , a new matrix spectral problem of 2nd degree in a spectral parameter is pr...
Recently a new supersymmetric extension of the KdV hierarchy has appeared in a matrix-model-inspired...
The present work offers a weakly nonlocal generalization of superKdV, which possesses also an unlimi...
Nonlinear integrable couplings of super classical-Boussinesq hierarchy based upon an enlarged matrix...
Based on the matrix Lie superalgebras and supertrace identity, the integrable super Broer-Kaup-Kuper...
Abstract Starting with a most general SO(3) symmetric N =3 superfield extension of the KdV equati...
We study the Harry Dym hierarchy of nonlinear evolution equations from the bi-Hamiltonian view point...
We discuss two supersymmetric KdV-type theories, possessing both a bi-Hamiltonian structure and a La...
Abstract. For a generalized super KdV equation, three Darboux transformations and the corresponding ...
In this paper, a super Wadati-Konno-Ichikawa (WKI) hierarchy associated with a 3×3 matrix spectral p...
A generalized super-NLS-mKdV hierarchy is proposed related to Lie superalgebra B(0,1); the resulting...
In this paper, a new generalized 5×5 matrix spectral problem of Ablowitz-Kaup-Newell-Segur type asso...
Recently we investigated a new supersymmetrization procedure for the KdV hierarchy inspired in some ...
AbstractA new super-extension of the KdV hierarchy is proposed, which is associated with a 3×3 matri...
We generalize to the supersymmetric case the representation of the KP hierarchy as a set of conserva...
Associated with s͠o(3,R) , a new matrix spectral problem of 2nd degree in a spectral parameter is pr...
Recently a new supersymmetric extension of the KdV hierarchy has appeared in a matrix-model-inspired...
The present work offers a weakly nonlocal generalization of superKdV, which possesses also an unlimi...
Nonlinear integrable couplings of super classical-Boussinesq hierarchy based upon an enlarged matrix...
Based on the matrix Lie superalgebras and supertrace identity, the integrable super Broer-Kaup-Kuper...
Abstract Starting with a most general SO(3) symmetric N =3 superfield extension of the KdV equati...
We study the Harry Dym hierarchy of nonlinear evolution equations from the bi-Hamiltonian view point...
We discuss two supersymmetric KdV-type theories, possessing both a bi-Hamiltonian structure and a La...
Abstract. For a generalized super KdV equation, three Darboux transformations and the corresponding ...
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