PUBLISHED PAPERS #04.08
| Ilgar Mamedov, Amina Mammadova. New Integral Inequalities for the Trajectory in the Study of the Boltz Type Optimal Control Problem |
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| Abstract. In this study, the Boltz type optimal control problem, which is the most general class among the collected parameter optimal control problems, is studied. Note that depending on the form of the minimized functional, either the terminal control problem, the Lagrangian problem, or the fastest impact problem is a special case of this optimal control problem. In the Boltz-type optimal control problem, new integral inequalities for the trajectory were obtained, which is one of the new mathematical effects obtained in the mathematical theory of optimal control. |
| Keywords: optimal control problem, Hamilton function, Boltz type optimal control problem, integral inequalities |
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| DOI: https://doi.org/10.30546/MaCoSEP2025.1042 |