control theory

E69912

Control theory is a branch of engineering and mathematics that studies how to model, analyze, and design systems that regulate their own behavior using feedback.

All labels observed (4)

Label Occurrences
Adaptive Control 1
H-infinity control 1
control theory canonical 1

How this entity was disambiguated

Statements (68)

Predicate Object
instanceOf academic discipline
branch of applied mathematics
branch of engineering
appliedIn aerospace engineering
automotive systems
biology
chemical process control
economics
electrical engineering
mechanical engineering
power systems
robotics
systems neuroscience
developedFrom mechanical governor design
telecommunications engineering
fieldOfStudy automatic control
dynamical systems
feedback systems
regulation and tracking
system controllability
system observability
system stability
goal achieve stability
improve performance
regulate system behavior
reject disturbances
track reference signals
hasSubfield adaptive control theory
classical control theory
digital control
distributed parameter systems
modern control theory
nonlinear control theory
optimal control theory
robust control theory
stochastic control theory
historicalOrigin classical control
servomechanisms
relatedTo cybernetics
information theory
operations research
signal processing
systems theory
studies analysis of dynamical systems
design of controllers
feedback mechanisms
modeling of dynamical systems
stability of equilibrium points
steady-state response
transient response
usesConcept Bode plot
Laplace transform
Lyapunov stability theory
surface form: Lyapunov stability

Nyquist plot
PID control
adaptive control
feedback
feedforward
frequency response
nonlinear control
optimal control
output feedback
robust control
root locus
state feedback
state-space representation
stochastic control
transfer function

How these facts were elicited

Referenced by (4)

Full triples — surface form annotated when it differs from this entity's canonical label.

DSCD field control theory
Karl J. Åström notableWork control theory
this entity surface form: Adaptive Control
Rudolf E. Kalman influenced control theory
this entity surface form: modern control engineering
George Zames knownFor control theory
this entity surface form: H-infinity control