Numerical Optimization of a Pseudoparabolic Systems with Memory
DOI:
https://doi.org/10.31713/MCIT.2025.061Ключові слова:
Dirichlet problem, integro-differential equation, pseudoparabolic equation, Volterra operator, a priori estimates, generalized solutions, optimal control, numerical methodsАнотація
We employ the method of a priori inequalities in negative norms to prove the existence of a pointwise optimal control for the regularized problem corresponding to a time-nonlocal pseudoparabolic integro-differential equation with a Volterra-type integral term. Certain differential properties of the cost functional are investigated, and a numerical example illustrating the computation of the optimal control is presented.
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Опубліковано
2025-11-06
Як цитувати
Anikushyn, A., & Nazarchuk, V. (2025). Numerical Optimization of a Pseudoparabolic Systems with Memory. Моделювання, керування та інформаційні технології, (8), 198–201. https://doi.org/10.31713/MCIT.2025.061
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Розділ
Mathematical, computer modeling and computational methods