• Media type: E-Book; Video
  • Title: Computational real algebraic geometry and applications to robotics - lecture 1
  • Contributor: Moroz, Guillaume [Author]; Hennenfent, Guillaume (Filmmaker) [Other]; Bardet, Magali (Organisation) [Other]; Busé, Laurent (Organisation) [Other]; Koseleff, Pierre-Vincent (Organisation) [Other]; Vaccon, Tristan (Organisation) [Other]
  • Published: [Erscheinungsort nicht ermittelbar]: Centre International de Rencontres Mathématiques (CIRM), 2021
  • Published in: VIRTUAL RESEARCH SCHOOL - French Computer Algebra Days ; (Jan. 2021)
  • Extent: 1 Online-Ressource (480 MB, 01:34:25:59)
  • Language: French
  • DOI: 10.5446/56638
  • Identifier:
  • Origination:
  • Footnote: Audiovisuelles Material
  • Description: Robotic design involves modeling the behavior of a robot mechanism when it moves along potential paths set by the users. In this lecture, we will first give an overview of different approaches to design a set of kinematic equations associated with a robot mechanism. In particular, these equations can be used to solve the forward and the backward kinematics problems associated with a robot mechanism or to model its singularity locus. Then we will review methods to solve those equations, and notably methods to draw with guarantees the real solutions of an under-constrained system of equations modeling the singularities of a robot
  • Access State: Open Access
  • Rights information: Attribution - Non Commercial (CC BY-NC)