405 - 414 |
A stochastic approach to linear estimation in H-infinity Ninness B |
415 - 428 |
H-infinity control of multirate sampled-data systems : A state-space approach Sagfors MF, Toivonen HT, Lennartson B |
429 - 435 |
Adaptive backstepping with parameter projection : Robustness and asymptotic performance Ikhouane F, Krstic M |
437 - 443 |
Rotating stall control via bifurcation stabilization Chen X, Gu GX, Martin P, Zhou KM |
445 - 450 |
Robust control of synchronous motors with non-linearities and parameter uncertainties Caravani P, Di Gennaro S |
451 - 461 |
Fulfilling hard constraints in uncertain linear systems by reference managing Bemporad A, Mosca E |
463 - 468 |
Approximate identification in Laguerre and Kautz bases Bokor J, Schipp F |
469 - 475 |
A multi-model algorithm for parameter estimation of time-varying nonlinear systems Petridis V, Kehagias A |
477 - 481 |
Gradient-based approach to solve optimal periodic output feedback control problems Varga A, Pieters S |
483 - 491 |
Adaptive and nonadaptive hybrid controllers for rheonomically constrained manipulators Liu YH, Arimoto S |
493 - 498 |
Synthesis of quadratic stability control for similar composite systems Qian LJ, Lu XY, Wang JC, Zhang SY |
499 - 503 |
Bilinear continuous-time systems identification via Hartley-based modulating functions Daniel-Berhe S, Unbehauen H |
505 - 508 |
Variable structure control design for uncertain dynamic systems with sector nonlinearities Hsu KC |
509 - 511 |
A note on Hurwitz stability of matrices Duan GR, Patton RJ |
513 - 520 |
New process identification method for automatic design of PID controllers Sung SW, Lee IB, Lee J |
521 - 523 |
A robust stability problem for discrete-time systems subject to an uncertain parameter Amato F, Mattei M, Pironti A |