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Helmut MAURER University of M nster M nster WWU Applied
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Numerical solution of delay fractional optimal control problems
Helmut MAURER University of M nster M nster WWU Applied
Optimality Conditions in Pontryagin Form SpringerLink
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Numerical solution of delay fractional optimal control problems
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A sufficient optimality condition for delayed state linear optimal
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Optimality Conditions in Pontryagin Form SpringerLink
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Helmut MAURER University of M nster M nster WWU Applied
Helmut MAURER University of M nster M nster WWU Applied
Helmut MAURER University of M nster M nster WWU Applied
PDF A survey on sufficient optimality conditions for delayed
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Harvest Bocop The optimal control solver
Harvest Bocop The optimal control solver
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PDF Bocop A collection of examples Semantic Scholar
A sufficient optimality condition for delayed state linear optimal
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Optimality Conditions in Pontryagin Form SpringerLink
A Survey on Sufficient Optimality Conditions for Delayed Optimal
Helmut MAURER University of M nster M nster WWU Applied
PDF Bocop A collection of examples Semantic Scholar
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^3}{x(t)} -pu(t))dt 0.1 T^2\\ \dot x = a x(t) (1 - \frac{x(t-h)}{b}) - u(t)\\ x(t) = 2\ \forall t \in [-h,0] \quad,\quad x(t) \ge 2\ \forall t \in [0,T]\\ u(t) \ge 0\ \forall t \in [0,T]\\ T\ free. \end{array} \right. \u0026bg\u003dFFFFFF\u0026fg\u003d000000\u0026s\u003d0)
