# Search results

Optimal Control Applications and Methods > 44 > 6 > 3342 - 3360

*auxostat feedback controls*which are controllers allowing the regulation of the substrate concentration. We prove that such feedback...

Optimal Control Applications and Methods > 44 > 4 > 1917 - 1935

Optimal Control Applications and Methods > 44 > 3 > 1115 - 1128

Asian Journal of Control > 25 > 2 > 1499 - 1509

Mathematica Applicanda > 2022 > Vol. 50, no. 2 > 267--285

Journal of Mathematics and Applications > 2023 > Vol. 46 > 15-68

Mathematical Methods in the Applied Sciences > 46 > 2 > 1528 - 1555

Studies in Applied Mathematics > 147 > 2 > 622 - 649

Archives of Control Sciences > 2021 > Vol. 31, No. 4 > 865--881

Computational Mathematics and Modeling > 2019 > 30 > 4 > 352-363

Proceedings of the Steklov Institute of Mathematics > 2019 > 305 > 1 > S49-S64

*v*-change of the time variable

*t*↦

*τ*, under which the original time becomes yet another state variable subject to the equation

*dt*/

*d*

*τ*=

*v*(

*τ*), while the additional control

*v*(

*τ*) ≥ 0 is piecewise constant and its values are arguments of the new problem. Since the state constraint generates...

Journal of Optimization Theory and Applications > 2019 > 183 > 3 > 792-812

Mathematics of Control, Signals, and Systems > 2019 > 31 > 4 > 503-544

Thermal Engineering > 2019 > 66 > 8 > 550-559

Proceedings of the Steklov Institute of Mathematics > 2019 > 304 > 1 > S3-S13

*M*⊂ ℝ

^{n}in the integral term. The statement of the problem weakens the statement of the classical optimal control problem with state constraints to the case where the presence of admissible trajectories of the system...

Journal of Optimization Theory and Applications > 2019 > 182 > 3 > 1150-1170

Automation and Remote Control > 2019 > 80 > 1 > 16-29

Automation and Remote Control > 2019 > 80 > 1 > 66-80

Set-Valued and Variational Analysis > 2019 > 27 > 2 > 523-548