Add to ORKGA terse account is given of the bihamiltonian reduction scheme for supersymmetric evolution equations, which are viewed as defining Hamiltonian vector fields on supermanifolds. As a working example, the Manin-Radul susy KdV is considered in detail
We propose to use the second Hopf map for the reduction (via SU(2) group action) of the eight-dimens...
The general method of the supersymmetrization of the soliton equations with the odd (bi) hamiltonian...
We investigate bosonic sectors of supersymmetric field theories. We consider super-potentials descri...
A terse account is given of the bihamiltonian reduction scheme for supersymmetric evolution equation...
We construct a fully supesymmetric biHamiltonian theory in four superfields, admitting zero curvatur...
We prove that the supersymmetric SKdV hierarchy is bihamiltonian. One of the hamiltonian structures ...
We reduce the vectorial binary Darboux transformation for the Manin-Radul supersymmetric KdV system ...
The well known prolongation technique of Wahlquist and Estabrook (1975) for nonlinear evolution equa...
From a bi-Hamiltonian viewpoint the equivalence of two supersymmetric Korteweg-deVries theories, int...
We give a Lie superalgebraic interpretation of the biHamiltonian structure of the known susy KdV equ...
We give a Lie superalgebraic interpretation of the biHamiltonian structure of known supersymmetric K...
Abstract. Our aim in this note is to describe an approach for constructing a geometric analog of sym...
The description of a graded differential geometry package in REDUCE is given. The procedures are use...
From the MR review by M.Mehdi: "The authors are interested in the equivalence of the sKdV theory int...
30 pagesInternational audienceWe study CKT (or bi-HKT) N = 4 supersymmetric quantum mechanical sigma...
We propose to use the second Hopf map for the reduction (via SU(2) group action) of the eight-dimens...
The general method of the supersymmetrization of the soliton equations with the odd (bi) hamiltonian...
We investigate bosonic sectors of supersymmetric field theories. We consider super-potentials descri...
A terse account is given of the bihamiltonian reduction scheme for supersymmetric evolution equation...
We construct a fully supesymmetric biHamiltonian theory in four superfields, admitting zero curvatur...
We prove that the supersymmetric SKdV hierarchy is bihamiltonian. One of the hamiltonian structures ...
We reduce the vectorial binary Darboux transformation for the Manin-Radul supersymmetric KdV system ...
The well known prolongation technique of Wahlquist and Estabrook (1975) for nonlinear evolution equa...
From a bi-Hamiltonian viewpoint the equivalence of two supersymmetric Korteweg-deVries theories, int...
We give a Lie superalgebraic interpretation of the biHamiltonian structure of the known susy KdV equ...
We give a Lie superalgebraic interpretation of the biHamiltonian structure of known supersymmetric K...
Abstract. Our aim in this note is to describe an approach for constructing a geometric analog of sym...
The description of a graded differential geometry package in REDUCE is given. The procedures are use...
From the MR review by M.Mehdi: "The authors are interested in the equivalence of the sKdV theory int...
30 pagesInternational audienceWe study CKT (or bi-HKT) N = 4 supersymmetric quantum mechanical sigma...
We propose to use the second Hopf map for the reduction (via SU(2) group action) of the eight-dimens...
The general method of the supersymmetrization of the soliton equations with the odd (bi) hamiltonian...
We investigate bosonic sectors of supersymmetric field theories. We consider super-potentials descri...