Document Type

Conference Paper


This item is available under a Creative Commons License for non-commercial use only


Applied mathematics

Publication Details

The paper appeared in the proceedings of the XIV-th International Conference "Geometry, Integrability and Quantization", June 8-13, 2012, "St. Constantin and Elena", Varna, Bulgaria.


We study derivative nonlinear Schrodinger equations related to symmetric spaces of the type A.III. We discuss the spectral properties of the corresponding Lax operator and develop the direct scattering problem connected to it. By applying an appropriately chosen dressing factor we derive soliton solutions to the nonlinear equation. We find the integrals of motion by using the method of diagonalization of Lax pair.