|Project's title||Numerical methods and investigation of integral differential equations with identically degenerate leading parts and singularities|
|Research hosting institution||Institute of Mathematics|
|Coordinating unit, co-chair||Basic National Foudnation, Russian|
|Project leader’s name||Asscoc. Prof. Doan Thai Son and Dr. Liubov S. Solovarova|
|Project duration||01/06/2020 - 30/06/2022|
|Project’s budget||200 million VND|
|Goal and objectives of the project||
In a continuation of the existing research coopearation on differential equations and control theory between scientific members of Institute of Mathematics, VAST and Institute of Systems Dynamics and Control Theory of the Siberian Branch of the Russian Academy of Sciences, the aim of the project is to make a cooperation in finding a new and feasible method in solving differential-integral equations with singular coefficiences. Based on the cooperation, the outcome of the project might enhance the research and applications of ODE and DAE in Vietnam. Some new research results might be taught at Vietnam.
|Main results|| |
Research achievement: The members have constructed a suitable space for the solutions and then have proved the well-posedness of solutions for Caputo stochastic differential equations. On the other side, the members have also constructed a suitable state linear feedback for the problem in assigning spectrum of time-varying linear control systems.
|Novelty and actuality and scientific meaningfulness of the results|| |
- Establishing a new result about regularity of solutions for stochastic differential equatins with singular coefficiences.
|Products of the project|| |
Continue supporting the research cooperation on differential equations and control theory between two units: of Institute of Mathematics, VAST and Institute of Systems Dynamics and Control Theory of the Siberian Branch of the Russian Academy of Sciences