Lts4 epfl
- Maryam kamgarpour
- Aude G. Billard is a Swiss physicist in the fields of machine learning and human-robot interactions.
- Speaker's bio Aude Billard is full professor and head of the LASA laboratory at the School of Engineering at the Swiss Institute of Technology.
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Aude Billard
Swiss physicist
Aude G. Billard (born c. August 6, 1971)[1] is a Swiss physicist in the fields of machine learning and human-robot interactions.[2] As a full professor at the School of Engineering at Swiss Federal Institute of Technology in Lausanne (EPFL), Billard’s research focuses on applying machine learning to support robot learning through human guidance. Billard’s work on human-robot interactions has been recognized numerous times by the Institute of Electrical and Electronics Engineers (IEEE) and she currently holds a leadership position on the executive committee of the IEEE Robotics and Automation Society (RAS) as the vice president of publication activities.[3]
Aude Gemma Billard | |
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Portrait of Aude Billard | |
Born | 1971 (age 53–54) Lausanne, Switzerland |
Nationality | Swiss |
Alma mater | B.S. and M.S. École Polytechnique Fédérale de Lausanne (EPFL), M.S. and Ph.D. University of Edinburgh |
Known for | Applying machine learning to robotics to improve learning and task performance |
Awards
Aude BillardAlso published under: Aude G. Billard, A. Billard, A. G. Billard, Aude Gemma Billard AffiliationLASA, School of Engineering, EPFL (Swiss Federal Institute of Technology in Lausanne), Lausanne, Switzerland Publication TopicsObstacle Avoidance,System Dynamics,Joint Space,Learning Models,Path Planning,Robot Control,Robotic Hand,Dynamic Environment,Inverse Reinforcement Learning,Model Predictive Control,Navigation Function,Robot Manipulator,Tangential Direction,Task Space,Vector Field,Adaptive Control,Adaptive Law,Artificial Potential Field,Collision Detection,Dynamical,Gaussian Mixture Model,IEEE Transactions,Limit Cycle,Neural Network,Positive Definite Matrix,Quadratic Programming,Rapidly-exploring Random Tree,Real Robot,Robot Motion,Robotic Arm,Robotic System,Static Obstacles,Angular Velocity,Constrained Optimization Problem,Contact Point,Convex Optimization Problem,Cost Function,Definite Matrix,Distance Function,Dynamic Obstacles,Fixed Point,Free Space,Friction Coefficient,Goal Position,Hidden Markov Model,High-dimensional,Human Hand,Human Motion,Human Op
Aude BillardDr. Aude BillardSchool of Engineering, École Polytechnique Fédérale de LausanneTalk Title: Copyright ©bandfull.pages.dev 2025 |