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A Newton-type method for quadratic programming problem and variational equilibrium problem
Daryina A.N., Andrianov K.Yu., Kulakov B.B.
complementarity problems is applied to solving the quadratic programming problem with a positive definite matrix
Pontryagin's maximum principle for optimal impulsive control problems
Arutyunov A.V., Karamzin D.Yu., Pereira F.
control problem with mixed constraints has been reported. A new concept of an impulsive control
A version of the penalty method with approximation of the epigraphs of auxiliary functions
Zabotin I., Kazaeva K.
points are the linear programming problems, in which the constraints are the sets that approximate
Nontrivial stationary points of two-species self-structured communities
Nikitin A.A., Savost’yanov A.S.
the model equilibrium is developed, nontrivial stationary points are found, and constraints on the model
R.V. Gamkrelidze's maximum principle for optimal control problems with bounded phase coordinates and its relation to other optimality conditions
Arutyunov A.V., Karamzin D.Y., Pereira F.
Necessary optimality conditions in optimal control problems with state constraints in the form
On the construction of dynamic equations of a given structure
Mukharlyamov R.G.
on the principles of mechanics. By introducing the program constraints equations, a system of second-order equations
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
Directional regularity and metric regularity
Arutyunov A.V., Avakov E.R., Izmailov A.F.
For general constraint systems in Banach spaces, we present the directional stability theorem based
Intermediate Systems and Higher-Order Differential Constraints
Kaptsov, Oleg V., Капцов, Олег В.
Intermediate Systems and Higher-Order Differential Constraints
Didactic aspects of the academic discipline "History and methodology of mathematics"
Sun H., Varankina V., Sadovaya V.
of mathematics" for graduate students of the Master's program of mathematical program tracks. The leading method

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