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Regularization of classical optimality conditions in optimization problems for linear Volterra-type systems with functional constraints
Sumin V.I., Sumin M.I.
Lagrange principle and its regularization as a theoretical basis of stable solving optimal control and inverse problems
Sumin M.I.
WHY REGULARIZATION OF LAGRANGE PRINCIPLE AND PONTRYAGIN MAXIMUM PRINCIPLE IS NEEDED AND WHAT IT GIVES
Sumin M.I.
NECESSARY OPTIMALITY CONDITIONS FOR OPTIMAL CONTROL PROBLEM WITH SECOND ORDER EQUATION
Kotyukov A.M., Kotyukov M.M.
ON THE ALGORITHM FOR CONSTRUCTING REACHABLE SETS OF CONTROL SYSTEMS WITH ISOPERIMETRIC CONSTRAINTS
Zykov I.V.
ABOUT SINGULAR CONTROLS OF POINTWISE MAXIMUM PRINCIPLE FOR OPTIMIZATION PROBLEM CONNECTED WITH GOURSAT-DARBOUX SYSTEM
Gorokhova I.V., Sumin V.I.
CLARIFICATION OF THE OPTIMALITY CONDITIONS IN CONTROL PROBLEMS WITH STATE CONSTRAINTS OF EQUALITY AND INEQUALITY TYPES
Gorbacheva A.V., Karamzin D.Y.
THE CONTINUITY OF THE MEASURE LAGRANGE-MULTIPLIER FROM THE MAXIMUM PRINCIPLE FOR AN OPTIMAL CONTROL PROBLEM WITH EQUALITY AND INEQUALITY STATE CONSTRAINTS UNDER WEAK REGULARITY CONDITIONS OF THE EXTREMAL PROCESS
Gorbacheva A.V.
LIPSCHITZ CONTINUITY OF THE MEASURE LAGRANGE MULTIPLIER FROM THE MAXIMUM PRINCIPLE FOR OPTIMAL CONTROL PROBLEMS WITH STATE CONSTRAINTS OF EQUALITY AND INEQUALITY TYPE
Gorbacheva A.V., Karamzin D.Y.
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