Lagrangian
Related papers: 20
Top Researchers
Top Cited Papers
A closed-form solution for inverse kinematics of robot manipulators with redundancy
Pyung Hun Chang
Citations: 194 • 1987
Deep Lagrangian Networks: Using Physics as Model Prior for Deep Learning
Michael Lutter, Christian Ritter, Jan Peters
Citations: 171 • 2023
Cartesian Impedance Control of a UAV with a Robotic Arm
Vincenzo Lippiello, Fabio Ruggiero
Citations: 167 • 2012
Computational efficient inverse dynamics of 6-DOF fully parallel manipulators by using the Lagrangian formalism
Houssem Abdellatif, Bodo Heimann
Citations: 163 • 2008
Optimal Gait Selection for Nonholonomic Locomotion Systems
J.P. Ostrowski, Jaydev P. Desai, Vijay Kumar
Citations: 114 • 2000
Kinematics and inverse dynamics analysis for a general 3-PRS spatial parallel mechanism
Yangmin Li, Qingsong Xu
Citations: 113 • 2005
Non-holonomic integrators
Jorge Cortés, Sonia Martı́nez
Citations: 111 • 2001
A Lagrangian network for kinematic control of redundant robot manipulators
Jun Wang, Qingni Hu, Danchi Jiang
Citations: 104 • 1999
A Distributed Ant Algorithm for\protect Efficiently Patrolling a Network
Vladimir Yanovski, Israel A. Wagner, Alfred M. Bruckstein⋆
Citations: 103 • 2003
Dynamic modeling of a two-wheeled inverted pendulum balancing mobile robot
Sangtae Kim, SangJoo Kwon
Citations: 85 • 2015
Deep Lagrangian Networks: Using Physics as Model Prior for Deep Learning
Michael Lutter, Christian Ritter, Jan Peters
Citations: 81 • 2019
Realization of bounce gait in a quadruped robot with articular-joint-type legs
J. Furusho, Akihito SANO, Masanori Sakaguchi, Eichi KOIZUMI
Citations: 80 • 2002
Coordinated sampling of dynamic oceanographic features with underwater vehicles and drifters
Jnaneshwar Das, Frédéric Py, Thom Maughan, Tom O’Reilly, Monique Messié, John P. Ryan, Gaurav S. Sukhatme, Kanna Rajan
Citations: 72 • 2012
Robust Stabilization of Robotic Manipulators by PID Controllers
Anatoli A. Pervozvanski, Leonid B. Freidovich
Citations: 64 • 1999
Synchronization of Networked Lagrangian Systems
Mark W. Spong, Nikhil Chopra
Citations: 63 • 2007
Control of small formations using shape coordinates
Fumin Zhang, M. Goldgeier, P. S. Krishnaprasad
Citations: 62 • 2004
Cosserat Rod Modeling of Continuum Robots from Newtonian and Lagrangian Perspectives
Matthias Tummers, Vincent Lebastard, Frédéric Boyer, Jocelyne Troccaz, Benoît Rosa, Mohamed Taha Chikhaoui
Citations: 62 • 2023
Semiautonomous control of multiple networked Lagrangian systems
Peter Hokayem, Dušan M. Stipanović, Mark W. Spong
Citations: 61 • 2008
A system of coordinated autonomous robots for Lagrangian studies of microbes in the oceanic deep chlorophyll maximum
Yanwu Zhang, John P. Ryan, Brett Hobson, Brian Kieft, Anna E. Romano, Benedetto Barone, Christina M. Preston, Brent Roman, Ben‐Yair Raanan, Douglas Pargett, Mathilde Dugenne, Angelicque White, Fernanda Henderikx Freitas, Steve Poulos, Samuel T. Wilson, Edward F. DeLong, David M. Karl, James M. Birch, James G. Bellingham, Christopher A. Scholin
Citations: 61 • 2021
Lagrangian and Hamiltonian Methods for Nonlinear Control 2006
Citations: 57 • 2007