{"id":14732,"date":"2017-10-12T14:45:12","date_gmt":"2017-10-12T10:45:12","guid":{"rendered":"http:\/\/www.imm.az\/exp\/?p=14732"},"modified":"2017-10-12T13:07:54","modified_gmt":"2017-10-12T09:07:54","slug":"the-seminar-of-the-department-optimal-control-on-an-approach-to-numerical-solution-to-inverse-source-problems-for-a-parabolic-equation-was-held","status":"publish","type":"post","link":"https:\/\/www.imm.az\/exp\/2017\/10\/12\/the-seminar-of-the-department-optimal-control-on-an-approach-to-numerical-solution-to-inverse-source-problems-for-a-parabolic-equation-was-held\/","title":{"rendered":"The seminar of the Department \u201cOptimal Control\u201d on \u201cAn approach to numerical solution to inverse source problems for a parabolic equation\u201d was held"},"content":{"rendered":"

On 12.10.2017, at 10.30 was hold the next seminar of the Department ” Optimal Control”. At the seminar Leading scientist of The Institute of Control Systems of ANAS, Dr., Assoc. Prof. Anar Rahimov gave a talk on the theme ” An approach to numerical solution to inverse source problems for a parabolic equation”.
\nIn the talk the inverse problems were considered for a parabolic equation with an unknown source (space or time dependent) on the right-hand side. In particular, these classes of problems arise in the study of boundary value problems with nonlocal (integral) conditions. A numerical method was proposed to solve the problems, which is based on the use of the method of lines. The initial problems were reduced to a system of ordinary differential equations with unknown parameters. To determine unknown parameters the analogue of a sweep method was proposed. We presented the results of numerical experiments on test problems.<\/p>\n