Recent progress in multivariable control
The major results in structural synthesis and design which are now available in textbook form are discussed which suggests a number of promising directions for future research.
Engineering topics
Publications and source records attributed to Wonham, W. M..
The major results in structural synthesis and design which are now available in textbook form are discussed which suggests a number of promising directions for future research.
Decoupling and pole assignment in linear multivariable control systems, minimizing dynamic compensation
Decoupling and pole assignments in linear multivariable control systems using geometric method
Decoupling by dynamic compensation using algebraic machinery, considering state space extension role in pole assignment
Control processes and optimization problems solutions by stochastic differential equations, discussing dynamic models and programming, linear filtering and optimal feedback
Realization theory of rational transfer matrices presented as fundamental algebraic objects in theory of finite, constant linear systems
Stochastic saturating systems optimal control computation, considering attitude control and tracking system design by elliptical differential equation of dynamic programming
Decoupling and pole assignment in linear multivariable systems by dynamic compensation
Optimal stochastic control, discussing dynamic mathematical models described by differential equations
Optimal control and filtering problem for stochastic linear dynamic system reduced to independent equations
Computational method for determining suboptimal feedback control for stochastic systems using design algorithm
Optimal stochastic control of small dynamic systems described by random differential equations, noting selective bibliography on several subjects
Equivalence of controllability and pole assignability in finite dimensional dynamic systems with real valued parameters
Linear optimal stationary control system with state dependent white noise disturbances described by differential equation
Phase-variable canonical form for single input linear dynamical systems applied to linear control theory
Linear transformation of arbitrary, completely controllable, single-input, time-variant linear dynamical system to canonical form
Fixed-time regulator problem with time invariant feedback control and unspecified-time regulator problem with bounded control
Pole assignment in multi-input controllable linear systems