Observing the Lissajous curve’s residual error: Along <i>x</i> axis (a), along <i>y</i> axis (b).

Observing the Lissajous curve’s residual error: Along <i>x</i> axis (a), along <i>y</i> axis (b).

<p>Observing the Lissajous curve’s residual error: Along <i>x</i> axis (a), along <i>y</i> axis (b).</p>

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Bibliographic Details
Main Author: Sulaiman M. Ibrahim (20614376) (author)
Other Authors: Lawal Muhammad (20614379) (author), Rabiu Bashir Yunus (20614382) (author), Muhammad Yusuf Waziri (20614385) (author), Saadi bin Ahmad Kamaruddin (20614388) (author), Aceng Sambas (12407551) (author), Nooraini Zainuddin (20614391) (author), Ali F. Jameel (20614394) (author)
Published: 2025
Subjects:
Biotechnology
Space Science
Mathematical Sciences not elsewhere classified
scale nonlinear systems
numerical experiments demonstrate
line search procedure
life applications due
inverse kinematic problem
employing vector operations
3dof robotic manipulator
proposed algorithms enforce
monotone nonlinear equations
cg parameters based
global convergence analysis
ensure global convergence
cg methods remains
global convergence
proposed methods
equations arising
widely used
various real
solving large
solving convex
significant challenge
renowned barzilai
borwein approach
appropriate assumptions
accurately solving
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Summary:<p>Observing the Lissajous curve’s residual error: Along <i>x</i> axis (a), along <i>y</i> axis (b).</p>

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