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Inverse Problems in Economic Measurements product index, which is related to the Hamilton–Pontryagin function in extensive economic growth models
Degeneracy phenomenon in optimal control problems with state constraintsThe degeneracy phenomenon in optimal control systems is investigated. The new version of Pontryagin
Investigation of Controllability and Regularity Conditions for State Constrained Problems constraint function and is based on the notion of the extended Hamilton-Pontryagin function
Second-order optimality conditions for singular Pontryagin local minimizersSecond-order optimality conditions for singular Pontryagin local minimizers
ON INDIRECT REPRESENTABILITY OF FOURTH ORDER ORDINARY DIFFERENTIAL EQUATION IN FORM OF HAMILTON-OSTROGRADSKY EQUATIONS equation in the form of Hamilton-Ostrogradsky equations. Local bilinear forms play an essential role
L. s. Pontryagin maximum principle for some optimal control problems by trajectories pencils systems, when integral functional of general type is minimized. For these problems an initial state
ON THE DECAY OF VISCOSITY SOLUTIONS TO HAMILTON–JACOBI EQUATIONS WITH ALMOST PERIODIC INITIAL DATAThe Cauchy problem is treated for a multidimensional Hamilton–Jacobi equation with a merely
Properties of the Lagrange multipliers in the Pontryagin maximum principle for optimal control problems with state constraintsWe study the Pontryagin maximum principle for an optimal control problem with state constraints. We
Non-degenerate necessary optimality conditions for the optimal control problem with equality-type state constraints, also known as the Weierstrass–Pontryagin maximum condition, due to which the optimal control function
On Almost Periodic Viscosity Solutions to Hamilton-Jacobi EquationsWe establish that a viscosity solution to a multidimensional Hamilton-Jacobi equation with Bohr
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