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Transverse Contraction Criteria for Existence, Stability, and Robustness
  of a Limit Cycle
v1v2 (latest)

Transverse Contraction Criteria for Existence, Stability, and Robustness of a Limit Cycle

IEEE Conference on Decision and Control (CDC), 2012
20 September 2012
I. Manchester
Jean-Jacques E. Slotine
ArXiv (abs)PDFHTML

Papers citing "Transverse Contraction Criteria for Existence, Stability, and Robustness of a Limit Cycle"

9 / 9 papers shown
Orbital Stabilization and Time Synchronization of Unstable Periodic Motions in Underactuated Robots
Orbital Stabilization and Time Synchronization of Unstable Periodic Motions in Underactuated Robots
Surov Maksim
35
0
0
24 Sep 2025
Learning Neural Contracting Dynamics: Extended Linearization and Global Guarantees
Learning Neural Contracting Dynamics: Extended Linearization and Global Guarantees
Sean Jaffe
A. Davydov
Deniz Lapsekili
Ambuj K. Singh
Francesco Bullo
423
9
0
12 Feb 2024
Comparison of Motion Encoding Frameworks on Human Manipulation Actions
Comparison of Motion Encoding Frameworks on Human Manipulation Actions
Lennart Jahn
Florentin Wörgötter
Tomas Kulvicius
188
0
0
23 Nov 2022
Orbital Stabilization of Point-to-Point Maneuvers in Underactuated
  Mechanical Systems
Orbital Stabilization of Point-to-Point Maneuvers in Underactuated Mechanical Systems
C. Sætre
A. Shiriaev
119
3
0
09 Feb 2021
Thruster-assisted center manifold shaping in bipedal legged locomotion
Thruster-assisted center manifold shaping in bipedal legged locomotion
A. D. Oliveira
A. Ramezani
111
17
0
06 Jun 2020
Formal Synthesis of Lyapunov Neural Networks
Formal Synthesis of Lyapunov Neural Networks
Alessandro Abate
D. Ahmed
Mirco Giacobbe
Andrea Peruffo
148
5
0
19 Mar 2020
Contracting Nonlinear Observers: Convex Optimization and Learning from
  Data
Contracting Nonlinear Observers: Convex Optimization and Learning from Data
I. Manchester
86
13
0
22 Nov 2017
Transverse Contraction Criteria for Stability of Nonlinear Hybrid Limit
  Cycles
Transverse Contraction Criteria for Stability of Nonlinear Hybrid Limit CyclesIEEE Conference on Decision and Control (CDC), 2014
Justin Z. Tang
I. Manchester
78
20
0
21 Mar 2014
Control Contraction Metrics and Universal Stabilizability
Control Contraction Metrics and Universal Stabilizability
I. Manchester
Jean-Jacques E. Slotine
133
42
0
19 Nov 2013
1
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