Equations of Mathematical Physics
Direct and Inverse Problems for Partial Differential Equations
The problem of optimal control in the processes described by ordinary and partial differential equations
Main publications:
Ramazanova Aysel T., “On Determining Initial Conditions of Equations Flexural-Torsional Vibrations of a Bar”, European Journal of Pure and Applied Mathematics, 1:31 (2019), 25-38
AYSEL RAMAZANOVA TELMAN QIZI, YASHAR MEHRELIYEV TOPUSH OGLU, “On solvability of inverse problem for one equation of fourth order”, Turkish Journal of Mathematics, 2020, 611-621
Ramazanova Aysel T., “Necessary and Sufficient optimality conditions in an optimal control problem with nonlocal conditions”, 19th French-German-Swiss conference on Optimization 17-20 Sep 2019 Nice (France), https://fgs-2019.sciencesconf.org/progra, 2019
Yashar T Mehraliyev, Bahar K Valiyeva, Aysel T Ramazanova, “An inverse boundary value problem for a linearized Benny–Luc equation with nonlocal boundary conditions”, Cogent Mathematics & Statistics, 6:1 (2019)
YASHAR MEHRALIYEV, AYSEL RAMAZANOVA, YUSIF SEVDIMALIYEV, “AN INVERSE BOUNDARY VALUE PROBLEM FOR THE EQUATION OF FLEXURAL VIBRATIONS OF A BAR WITH AN INTEGRAL CONDITIONS OF THE FIRST KIND.”, Journal of Mathematical Analysis, 11:5 (2020)
