Selected article for: "different experimental system and experimental system"

Author: Horigome, Noriyuki; Terui, Akira; Mikawa, Masahiko
Title: A Design and an Implementation of an Inverse Kinematics Computation in Robotics Using Gröbner Bases
  • Cord-id: jkofmrsx
  • Document date: 2020_6_6
  • ID: jkofmrsx
    Snippet: The solution and a portable implementation of the inverse kinematics computation of a 3 degree-of-freedom (DOF) robot manipulator using Gröbner bases are presented. The main system was written Python with computer algebra system SymPy. Gröbner bases are computed with computer algebra system Risa/Asir, called from Python via OpenXM infrastructure for communicating mathematical software systems. For solving a system of algebraic equations, several solvers (both symbolic and numerical) are used f
    Document: The solution and a portable implementation of the inverse kinematics computation of a 3 degree-of-freedom (DOF) robot manipulator using Gröbner bases are presented. The main system was written Python with computer algebra system SymPy. Gröbner bases are computed with computer algebra system Risa/Asir, called from Python via OpenXM infrastructure for communicating mathematical software systems. For solving a system of algebraic equations, several solvers (both symbolic and numerical) are used from Python, and their performance has been compared. Experimental results with different solvers for solving a system of algebraic equations are shown.

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