A note on the transformation to canonical /phase-variable/ form
Phase-variable canonical form for single input linear dynamical systems applied to linear control theory
CANONICAL PROBLEM↗
Engineering topics
Johnson, C. D.
Publications and source records attributed to Johnson, C. D..
Another note on the transformation to canonical /phase-variable/ form
Linear transformation of arbitrary, completely controllable, single-input, time-variant linear dynamical system to canonical form
MATRIX ANALYSIS↗
Invariant hyperplanes for linear dynamical systems
Invariant hyperplanes for linear dynamical systems
HYPERPLANE↗
Optimal control with quadratic performance index and fixed terminal time
Optimal control with quadratic performance index and fixed terminal time
OPTIMAL CONTROL↗
On a problem of Letov in optimal control
Fixed-time regulator problem with time invariant feedback control and unspecified-time regulator problem with bounded control
FEEDBACK CONTROL SYSTEM↗
Another note on the transformation to canonical /phase-variable/ form.
Nonsingular linear transformation of time- invariant linear dynamic system into canonical /phase-variable/ form
MATRIX ALGEBRA↗
Invariant hyperplanes for linear dynamical systems.
Invariant hyperplanes for linear dynamical systems, discussing geometric properties and relation to controllability and observability
HYPERPLANE↗
Optimal control with Chebyshev minimax performance index.
Optimal control of dynamic systems with minimax type performance index, discussing application of proposed method of solution
CHEBYSHEV APPROXIMATION↗
On a problem of letov in optical control.
Optimal regulator problem for linear plant with bounded control variable and quadratic index performance
DUAL CONTROL PROBLEM↗
Singular solutions in problems of optimal control.
Singular solutions in optimal control problems, treating singular control surface, flooding technique and allowable switching directions
SINGULARITY /MATH/↗
Optimal control with quadratic performance index and fixed terminal time.
Optimal control solution for linear stationary regulator with quadratic performance index and fixed terminal time in terms of time invariant nonlinear control law
OPTIMAL CONTROL↗
On a problem of letov in optimal control
Aspects of general solution to optimal control problem - boundaries of linear, nonlinear, and saturation modes
OPTIMAL CONTROL↗
Optimal bang-bang control with quadratic performance index.
Optimal regulator problem, where a scalar control function is found, which minimizes the functional for quadratic performance index
OPTIMAL CONTROL↗
Optimal bang-bang control with quadratic performance index
Optimal bang-bang control with quadratic performance index
BANG-BANG CONTROL↗