Pages that link to "Item:Q2873854"
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The following pages link to Pontryagin maximum principle for finite dimensional nonlinear optimal control problems on time scales (Q2873854):
Displaying 36 items.
- A unified theory of maximum principle for continuous and discrete time optimal control problems (Q453160) (← links)
- Optimal sampled-data control, and generalizations on time scales (Q907302) (← links)
- The Pontryagin maximum principle and controlled Hermitian interpolation processes (Q1076961) (← links)
- Time optimal sampled-data controls for the heat equation (Q1690937) (← links)
- Necessary condition for an Euler-Lagrange equation on time scales (Q1724605) (← links)
- Optimal sampled-data controls with running inequality state constraints: Pontryagin maximum principle and bouncing trajectory phenomenon (Q2118102) (← links)
- Optimality necessary conditions for an optimal control problem on time scales (Q2133298) (← links)
- A simple proof of the discrete time geometric Pontryagin maximum principle on smooth manifolds (Q2173993) (← links)
- On duality in second-order discrete and differential inclusions with delay (Q2198591) (← links)
- Viscous solutions of the Hamilton-Jacobi-Bellman equation on time scales (Q2320642) (← links)
- Continuity/constancy of the Hamiltonian function in a Pontryagin maximum principle for optimal sampled-data control problems with free sampling times (Q2334627) (← links)
- Conditions for the existence of optimal control for some classes of differential equations on time scales (Q2397355) (← links)
- Pontryagin type maximum principle for budget-constrained infinite horizon optimal control problems with linear dynamics (Q2408650) (← links)
- Linear-quadratic optimal sampled-data control problems: convergence result and Riccati theory (Q2409358) (← links)
- First order conditions for generalized variational problems over time scales (Q2428986) (← links)
- Optimal control for some classes of dynamic equations on the infinite interval of time scale (Q2663193) (← links)
- Matrix measures, stability and contraction theory for dynamical systems on time scales (Q2671201) (← links)
- Application of the Pontryagin maximum principle for linear degenerate optimal control problems (Q2901704) (← links)
- General Cauchy–Lipschitz theory for Δ-Cauchy problems with Carathéodory dynamics on time scales (Q2941704) (← links)
- A new approach to the Pontryagin maximum principle for nonlinear fractional optimal control problems (Q3188523) (← links)
- Transformation preserving controllability for nonlinear optimal control problems with joint boundary conditions (Q3383283) (← links)
- Continuity of Pontryagin Extremals with Respect to Delays in Nonlinear Optimal Control (Q4630691) (← links)
- Unified Riccati Theory for Optimal Permanent and Sampled-Data Control Problems in Finite and Infinite Time Horizons (Q4965180) (← links)
- Pontryagin maximum principle for state constrained optimal sampled-data control problems on time scales (Q4999544) (← links)
- Optimal Control for Systems of Differential Equations on the Infinite Interval of Time Scale (Q5013940) (← links)
- Sequential convex programming for non-linear stochastic optimal control (Q5043060) (← links)
- Optimal control of hyperbolic type discrete and differential inclusions described by the Laplace operator (Q5043061) (← links)
- Stochastic maximum principle for optimal control problem with a stopping time cost functional (Q5095510) (← links)
- Strong Lagrange duality and the maximum principle for nonlinear discrete time optimal control problems (Q5107923) (← links)
- Optimal control of higher order differential inclusions with functional constraints (Q5118954) (← links)
- The connection between discrete and continuous state constrained optimal control systems (Q5165310) (← links)
- The Discrete-Time Geometric Maximum Principle (Q5232250) (← links)
- Sufficiency and sensitivity for nonlinear optimal control problems on time scales via coercivity (Q5376682) (← links)
- The application of a universal separating vector lemma to optimal sampled-data control problems with nonsmooth Mayer cost function (Q6051288) (← links)
- The hybrid maximum principle for optimal control problems with spatially heterogeneous dynamics is a consequence of a Pontryagin maximum principle for \(\mathrm{L}^1_{\square}\)-local solutions (Q6594337) (← links)
- Goh and Legendre-Clebsch conditions for nonsmooth control systems (Q6663099) (← links)
