{"id":11961,"date":"2017-04-14T10:15:55","date_gmt":"2017-04-14T06:15:55","guid":{"rendered":"http:\/\/www.imm.az\/exp\/?p=11961"},"modified":"2017-04-13T21:49:40","modified_gmt":"2017-04-13T17:49:40","slug":"optimal-control-department-hold-its-seminar-on-local-and-nonlocal-boundary-value-problems-combined-in-non-classic-treatment-for-3d-and-4d-bianki-equations-and-their-applicat-2","status":"publish","type":"post","link":"https:\/\/www.imm.az\/exp\/2017\/04\/14\/optimal-control-department-hold-its-seminar-on-local-and-nonlocal-boundary-value-problems-combined-in-non-classic-treatment-for-3d-and-4d-bianki-equations-and-their-applicat-2\/","title":{"rendered":"\u201cOptimal Control\u201d department hold its seminar on \u201cLocal and nonlocal boundary value problems combined in non-classic treatment for 3D and 4D Bianki equations and their applications\u201d"},"content":{"rendered":"

The regular seminar of \u201cOptimal Control\u201d department was held. The acting head of laboratory 2.1 of \u201cMathematical Problems of Control\u201d of the Institute of Control systems, doctor of sciences in math. Ilgar Gurbat oglu Kurbanov gave a talk on \u201cLocal and nonlocal boundary value problems combined in non-classic treatment for 3D and 4D Bianki equations and their applications\u201d. In the talk different classes of boundary value problems are considered for 3D and 4D nonsmooth coefficient, dominant mixed derivative Bianki equation within nonclassical boundary conditions. When more natural conditions, nonsmoothness conditions are imposed on the coefficients, unlike the Lagrange sense adjoint equations, the advantage presentation of adjoint functions in the integral form was substantiated.<\/p>\n