|
cone invariance |
7 |
|
asymptotic stability |
6 |
|
delay effects |
6 |
|
h∞ control |
6 |
|
stability criteria |
6 |
|
stabilization |
6 |
|
positive systems |
5 |
|
control theory |
4 |
|
linear programming |
4 |
|
positive system |
4 |
|
solids |
4 |
|
stability analysis |
4 |
|
vectors |
4 |
|
algebra |
3 |
|
beam motion control |
3 |
|
decay rate |
3 |
|
delays |
3 |
|
exponential stability |
3 |
|
gain |
3 |
|
hybrid control |
3 |
|
input-output gain |
3 |
|
kyp lemma |
3 |
|
learning-based modulation |
3 |
|
linear matrix inequalities |
3 |
|
linear matrix inequality |
3 |
|
linear systems |
3 |
|
mechanical engineering |
3 |
|
negative imaginary systems |
3 |
|
numerical stability |
3 |
|
periodic piecewise systems |
3 |
|
positive real systems |
3 |
|
programming |
3 |
|
robot-assisted mrg-fus |
3 |
|
second-order cone |
3 |
|
stability |
3 |
|
state-space symmetry |
3 |
|
static gain |
3 |
|
symmetric matrices |
3 |
|
time-delay systems |
3 |
|
time-varying systems |
3 |
|
bending |
2 |
|
convex optimization |
2 |
|
dc programming |
2 |
|
descriptor system |
2 |
|
discrete time |
2 |
|
discrete-time linear systems |
2 |
|
duality |
2 |
|
fault estimation |
2 |
|
fault-tolerant control |
2 |
|
fiber optic shape sensing |
2 |
|
geometric programming |
2 |
|
input–output gain |
2 |
|
interval observer |
2 |
|
koopman operator |
2 |
|
l -gain performance 1 |
2 |
|
l1-gain |
2 |
|
laser sweeping |
2 |
|
log–log convexity |
2 |
|
lq/lₚ hankel norm |
2 |
|
markov jump linear system |
2 |
|
markov jump system |
2 |
|
markov process |
2 |
|
multicore processing |
2 |
|
optimal control |
2 |
|
periodic systems |
2 |
|
positive linear systems |
2 |
|
robot sensing systems |
2 |
|
robots |
2 |
|
semidefinite programming |
2 |
|
sensors |
2 |
|
shape |
2 |
|
soft robot modeling and control |
2 |
|
soft robotics |
2 |
|
state-bounding observer |
2 |
|
state-space symmetric systems |
2 |
|
transition probability rate design |
2 |
|
uncertain systems |
2 |
|
adaptive control |
1 |
|
autonomous aerial vehicles |
1 |
