Sciweavers

108 search results - page 18 / 22
» On parameterized Lyapunov and control Lyapunov functions for...
Sort
View
IJRR
2010
132views more  IJRR 2010»
13 years 5 months ago
LQR-trees: Feedback Motion Planning via Sums-of-Squares Verification
Advances in the direct computation of Lyapunov functions using convex optimization make it possible to efficiently evaluate regions of attraction for smooth nonlinear systems. Her...
Russ Tedrake, Ian R. Manchester, Mark Tobenkin, Jo...
IJRR
2007
113views more  IJRR 2007»
13 years 7 months ago
Broadcast Feedback of Stochastic Cellular Actuators Inspired by Biological Muscle Control
— This paper presents a broadcast feedback approach to the distributed stochastic control of an actuator system consisting of many cellular units. This control architecture was i...
Jun Ueda, Lael Odhner, H. Harry Asada
EAAI
2007
125views more  EAAI 2007»
13 years 7 months ago
Nearly optimal neural network stabilization of bipedal standing using genetic algorithm
In this work, stability control of bipedal standing is investigated. The biped is simplified as an inverted pendulum with a foot-link. The controller consists of a general regres...
Reza Ghorbani, Qiong Wu, G. Gary Wang
CDC
2009
IEEE
112views Control Systems» more  CDC 2009»
13 years 11 months ago
A Floquet-like factorization for linear periodic systems
In this note, the novel representation is proposed for a linear periodic continuous-time system with T-periodic real-valued coefficients. We prove that a T-periodic real-valued fac...
Ichiro Jikuya, Ichijo Hodaka
ASC
2007
13 years 8 months ago
An approximate stability analysis of nonlinear systems described by Universal Learning Networks
Stability is one of the most important subjects in control systems. As for the stability of nonlinear dynamical systems, Lyapunov’s direct method and linearized stability analys...
Kotaro Hirasawa, Shingo Mabu, Shinji Eto, Jinglu H...