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
The initial value problem for the Korteweg-deVries equation on the line is shown to be globally well...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
In this paper we study the use of energy-conserving methods, in the class of Hamiltonian Boundary Va...
AbstractA new super-extension of the KdV hierarchy is proposed, which is associated with a 3×3 matri...
We construct a one-parameter family of N=3 supersymmetric extensions of the KdV equation as a Hamilt...
In this communication we report certain types of exact solutions of supersymmetric nonlinear Schrödi...
AbstractIn this letter, a Painlevé integrable coupled KdV equation is proved to be also Lax integrab...
We continue the study of the quantization of supersymmetric integrable KdV hierarchies. We consider ...
We derive trace formulas of the Buslaev–Faddeev type for quantum star graphs. One of the new ingredi...
Associated with s͠o(3,R) , a new matrix spectral problem of 2nd degree in a spectral parameter is pr...
We present a systematic way to construct solutions of the (n = 5)-reduction of the BKP and CKP hiera...
We prove that P.Mathieu's Open problem on constructing Gardner's deformation for the N=2 supersymmet...
AbstractThe supersymmetry invariant integrable structure of two-dimensional superconformal field the...
We investigate the solutions to open WDVV equation, associated to type A and D Dubrovin-Frobenius ma...
We study supersymmetry constraints on higher derivative deformations of type IIB supergravity by con...
The initial value problem for the Korteweg-deVries equation on the line is shown to be globally well...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
In this paper we study the use of energy-conserving methods, in the class of Hamiltonian Boundary Va...
AbstractA new super-extension of the KdV hierarchy is proposed, which is associated with a 3×3 matri...
We construct a one-parameter family of N=3 supersymmetric extensions of the KdV equation as a Hamilt...
In this communication we report certain types of exact solutions of supersymmetric nonlinear Schrödi...
AbstractIn this letter, a Painlevé integrable coupled KdV equation is proved to be also Lax integrab...
We continue the study of the quantization of supersymmetric integrable KdV hierarchies. We consider ...
We derive trace formulas of the Buslaev–Faddeev type for quantum star graphs. One of the new ingredi...
Associated with s͠o(3,R) , a new matrix spectral problem of 2nd degree in a spectral parameter is pr...
We present a systematic way to construct solutions of the (n = 5)-reduction of the BKP and CKP hiera...
We prove that P.Mathieu's Open problem on constructing Gardner's deformation for the N=2 supersymmet...
AbstractThe supersymmetry invariant integrable structure of two-dimensional superconformal field the...
We investigate the solutions to open WDVV equation, associated to type A and D Dubrovin-Frobenius ma...
We study supersymmetry constraints on higher derivative deformations of type IIB supergravity by con...
The initial value problem for the Korteweg-deVries equation on the line is shown to be globally well...
AbstractWe present a simple method to calculate the Stokes matrix for the quantum cohomology of the ...
In this paper we study the use of energy-conserving methods, in the class of Hamiltonian Boundary Va...
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