5 citations · 9 across the 5 of their papers we have counts for
5 papers
Darboux transformation of boundary conditions of regular Dirac Sturm--Liouville problem
Ekaterina Pozdeeva, Alexander Tarasov
It is shown that boundary conditions of the Darboux transformed Dirac Sturm--Liouville problem are always zero-valued independently on boundary conditions of initial problem.
Relation between full traces of Green functions for initial and Darboux transformed Dirac problems
Ekaterina Pozdeeva
We establish the relation between full traces of the Green functions for some initial and the Darboux transformed one-dimensional two component Dirac problems with the most general…
Connection between the Green functions of the supersymmetric pair of Dirac Hamiltonians
Ekaterina Pozdeeva
The Sukumar theorem about the connection between the Green functions of the supersymmetric pair of the Schrödinger Hamiltonians is generalized to the case of the supersymmetric pai…
Quadratic supersymmetric transformations of the Dirac Green functions
Ekaterina Pozdeeva
We consider the quadratic supersymmetric aspect of the Darboux transformation for the Green functions of the one-dimensional Dirac equation with a generalized form of the potential…
Darboux Transformation of the Green Function for the Dirac Equation with the Generalized Potential
Ekaterina Pozdeeva
We consider the Darboux transformation of the Green functions of the regular boundary problem of the one-dimensional stationary Dirac equation. We obtained the Green functions of t…