Unknown

Dataset Information

0

Stability analysis of impulsive control systems with finite and infinite delays.

ABSTRACT: This paper studies impulsive control systems with finite and infinite delays. Several stability criteria are established by employing the largest and smallest eigenvalue of matrix. Our sufficient conditions are less restrictive than the ones in the earlier literature. Moreover, it is shown that by using impulsive control, the delay systems can be stabilized even if it contains no stable matrix. Finally, some numerical examples are discussed to illustrate the theoretical results.

SUBMITTER: Wang X 

PROVIDER: S-EPMC3958748 | biostudies-other | 2014

REPOSITORIES: biostudies-other

Json Xml

Similar Datasets

Unknown Component response rate variation underlies the stability of highly complex finite systems.
| S-EPMC7237446 | biostudies-literature
Unknown Sensitivity analysis of dynamic biological systems with time-delays.
| S-EPMC2957680 | biostudies-literature
Unknown The Red Queen and the persistence of linkage-disequilibrium oscillations in finite and infinite populations.
| S-EPMC2198919 | biostudies-literature
Unknown Finite Element Model Analysis of Cephalic Trim on Nasal Tip Stability.
| S-EPMC5847269 | biostudies-literature
Unknown Finite-time stabilization and H∞ control of Port-controlled Hamiltonian systems with disturbances and saturation.
| S-EPMC8366989 | biostudies-literature
Unknown Systems Underlying Human and Old World Monkey Communication: One, Two, or Infinite.
| S-EPMC6734162 | biostudies-literature
Unknown On the Interval Stability of Weak-Nonlinear Control Systems with Aftereffect.
| S-EPMC5097856 | biostudies-other
Unknown Impulsive choice and pre-exposure to delays: III. Four-month test-retest outcomes in male wistar rats.
| S-EPMC4826824 | biostudies-literature
Unknown Theoretical investigation on nearsightedness of finite model and molecular systems based on linear response function analysis.
| S-EPMC6271732 | biostudies-literature
Unknown Reverse engineering time discrete finite dynamical systems: a feasible undertaking?
| S-EPMC2654658 | biostudies-literature