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Development of methods for solving the tasks of the continium linear programming using Legendre polynomials
Pihnastyi, O. M.
The article demonstrates the theoretical foundations of the mathematical apparatus − the continuum
Nondegenerate Necessary Conditions for Optimal Impulsive Control Problems with State Constraints
Arutyunov A., Karamzin D., Pereira F.
A free time impulsive control problem with state constraints and equality and inequality
К условию постоянной положительно- линейной зависимости в задачах математического программирования
Сиротко, С. И., Стаховский, С. М., Минченко, Л. И., Sirotko, S. I., Stakhovski, S. M., Minchenko, L. I.
Условия регулярности (constraint qualifications) играют важную роль в задачах математического
Differential-algebraic equations of programmed motions of Lagrangian dynamical systems
Mukharlyamov R.G.
to the holonomic and nonholonomic constraint equations. The controls are determined so as to ensure the stability
Construction of the dynamics equations of a given structure with program constraints equations
Mukharlyamov R.G.
Construction of the dynamics equations of a given structure with program constraints equations
DYNAMICS CONTROL OF THE SYSTEM WITH PROGRAM CONSTRAINTS
Mukharlyamov R.G.
DYNAMICS CONTROL OF THE SYSTEM WITH PROGRAM CONSTRAINTS
Complete Binary Variational Analytic Programming for Synthesis of Control at Dynamic Constraints
Diveev Askhat, Shmalko Elizaveta
Complete Binary Variational Analytic Programming for Synthesis of Control at Dynamic Constraints
О достаточных условиях второго порядка в задаче математического программирования
Арутюнов А.В., Жуковский С.Е.
with smooth constraints of equality and inequality type. We show that for this problem, under the known
Mixed complementarity problems: regularity, estimates for the distance to a solution, and Newton methods
Darʹina A.N., Izmailov A.F., Solodov M.V., Hollatz Horst
A variational inequality on a parallelepiped is considered. Many mathematical problems can
A Cutting Method with Approximation of a Constraint Region and an Epigraph for Solving Conditional Minimization Problems
Shulgina O., Yarullin R., Zabotin I.
for solving a convex programming problem. The developed method differs from traditional algorithms

Страница 6 из 3549

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