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The optimization of trajectories of linear functional differential equations

机译：线性泛函微分方程轨迹的优化

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Optimal control of linear functional differential equations

机译：线性泛函微分方程的最优控制

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Banks H. T.; Jacobs M. Q.;
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年度 1968
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专利

1. Controllability for trajectories of semilinear functional differential equations [J] . Jin Mun Jeong, Yong Han Kang Bulletin of the Korean Mathematical Society . 2018,第1期

机译：半线性泛函微分方程轨迹的可控性
2. Local observability of nonlinear differential-algebraic equations(DAEs) from the linearization along a trajectory [J] . Terrell W.J. IEEE Transactions on Automatic Control . 2001,第12期

机译：沿轨迹线性化的非线性微分-代数方程（DAE）的局部可观性
3. Variation Formulas of a Solution and Initial Data Optimization Problems for Quasi-Linear Neutral Functional Differential Equations with Discontinuous Initial Condition [J] . Tamaz Tadumadze, Nika Gorgodze Memoirs on Differential Equations and Mathematical Physics . 2014,第2期

机译：具有不连续初始条件的拟线性中立型泛函微分方程解的求解公式和初始数据优化问题
4. Strict Lyapunov functionals for nonlinear parabolic partial differential equations [C] . Frederic MAZENC, Christophe PRIEUR IFAC World Congress . 2011

机译：严格的Lyapunov用于非线性抛物面偏微分方程的功能
5. Differential-algebraic equations in primal dual interior point optimization methods: A new approach to the parameterization of the central trajectory. [D] . Kasap, Suat. 2003

机译：原始对偶内点优化方法中的微分代数方程：一种新的中心轨迹参数化方法。
6. FUNCTIONAL EQUATIONS IN THE THEORY OF DYNAMIC PROGRAMMING. II. NONLINEAR DIFFERENTIAL EQUATIONS [O] . Richard Bellman 1955

机译：动态规划理论中的功能方程。二。非线性微分方程
7. Nonlinear Oscillation of Functional Differential Equations with Deviating Argument (Qualitative Theory of Solutions in Functional Differential Equations) [O] . ONOSE HIROSHI 1981

机译：具有偏差变元的泛函微分方程的非线性振动（泛函微分方程解的定性理论）。
8. The Optimization of Trajectories of Linear Functional Differential Equations [R] . Banks, H. T., Jacobs, M. Q. 1969

机译：线性泛函微分方程轨迹的优化

The optimization of trajectories of linear functional differential equations

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