Arres Bartil
Papers
1
Total Citations
4
H-Index
1
About
Arres Bartil is a researcher specializing in robotics, control systems, and numerical methods, with a particular focus on parameter estimation and interval arithmetic. His most cited work, "Parameter Estimation of Planar Robot Manipulator Using Interval Arithmetic Approach" (2014), introduces a novel framework for handling uncertainties in robotic systems, offering robust solutions for planar manipulator calibration. This contribution addresses critical challenges in precision control, where traditional methods often fail to account for bounded errors in sensor data or model parameters. Although his citation count is modest, Bartil’s research provides foundational insights for engineers developing reliable, real-world robotic applications in manufacturing and automation. His work exemplifies the intersection of applied mathematics and mechanical design, demonstrating how interval arithmetic can enhance the accuracy and safety of robotic motion. Bartil’s approach is particularly valuable for students and researchers exploring uncertainty quantification in robotics, offering a rigorous yet practical methodology for parameter estimation.
Research Focus
Key Achievements
Top Papers
- 1