An attainable sets approach to optimal control of functional differential equations with function space terminal conditions.
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Banks, H. T.↗
Engineering topics
Jacobs, M. Q.
Publications and source records attributed to Jacobs, M. Q..
An optimum settling problem for time lag systems.
A solution is presented to an optimization problem for time lag systems by the classical method of Lagrange multipliers in a Banach space. Following terminology and assumption definitions, the regularity and controllability of the Lagrange multipliers problem is discussed, and a set of necessary conditions for an optimal control is derived. In conclusion, the solution existence, uniqueness, and sufficiency are established.
Jacobs, M. Q.↗
The synthesis of optimal controls for linear, time-optimal problems with retarded controls.
Optimization problems involving linear systems with retardations in the controls are studied in a systematic way. Some physical motivation for the problems is discussed. The topics covered are: controllability, existence and uniqueness of the optimal control, sufficient conditions, techniques of synthesis, and dynamic programming. A number of solved examples are presented.
Banks, H. T.↗
The optimization of trajectories of linear functional differential equations
Linear functional differential equations trajectory optimization, proving maximal principle
Banks, H. T.↗
The synthesis of optimal controls for linear problems with retarded controls
Synthesis of optimal controls for linear problems with retarded controls
Banks, H. T.↗
A differential calculus for multifunctions
Differential calculus for multifunctions using Radstrom embedding theorem for convex sets
Banks, H. T.↗
The synthesis of optimal controls for linear problems with retarded controls
Synthesis of optimal controls for linear systems with retarded controls
Banks, H. T.↗
An optimum settling problem for time lag systems
Lagrange multiplier in Banach space for settling optimal control in time lag system
Jacobs, M. Q.↗
The optimization of trajectories of linear functional differential equations
Optimal control of linear functional differential equations
Banks, H. T.↗