The scattering problem is studied for the Sturm - Liouville operator with a potential which is asymptotically close to distinct periodic functions on the different half-axes. It is supposed that the background Hill operators have two-band spectra with the coinciding half-infinite band. It is also supposed that the perturbation has the second moment to be finite. For such a class of potentials, the characterization of the scattering data is proposed, and the inverse problem is solved.

• Єгорова Ірина Євгенівна (фізико-математичні науки)

  Якщо, ви не знайшли інформацію про автора(ів) публікації, маєте бажання виправити або відобразити більш докладну інформацію про науковців України запрошуємо заповнити "Анкету науковця"