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(1991)
Controllability of a System of Differential Equations, Differ
(1980)
Differentsial’nye uravneniya (Differential Equations)
SA Aisagaliev, AA Kabidoldanova (2010)
Differ. Uravn. Protsessy Upr.
SA Aisagaliev, AA Kabidoldanova (2012)
On the Optimal Control of Linear Systems with Linear Performance Criterion and ConstraintsDiffer. Uravn., 48
SA Aisagaliev (1991)
Controllability of a System of Differential EquationsDiffer. Uravn., 27
S. Aisagaliev, A. Kabidoldanova (2012)
On the optimal control of linear systems with linear performance criterion and constraintsDifferential Equations, 48
AN Tikhonov, AB Vasil’eva, AG Sveshnikov (1980)
Differentsial’nye uravneniya
(2005)
General Solution of a Class of Integral Equations, Mat
(2012)
Controllability and Time - Optimality of a Process Described by a Parabolic Equation with Bounded Control
(2012)
Embedding Principle for a Boundary Value Problem for Ordinary Differential Equations, Mat
We suggest a method for solving a boundary value problem for ordinary differential equations with boundary conditions in the presence of state and integral constraints. The method is based on the embedding principle, which permits one to reduce the original boundary value problem to a special optimal control problem with the use of the general solution of a Fredholm integral equation of the first kind.
Differential Equations – Springer Journals
Published: Mar 22, 2015
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