Hanner Bastidas
Papers
1
Total Citations
11
H-Index
1
About
Hanner Bastidas bridges the worlds of robotics and pure mathematics, using geometric group theory to solve fundamental problems in motion planning. Their most-cited work, "The Configuration Space of a Robotic Arm in a Tunnel" (2017, 11 citations), introduces a groundbreaking approach to robotic arm motion inside constrained environments. By proving that the configuration space of such an arm forms a CAT(0) cubical complex, Bastidas unlocks powerful geometric tools to compute optimal movement paths—a result with direct implications for automation, manufacturing, and surgical robotics. This work exemplifies their broader research focus on the topology and geometry of configuration spaces, where they apply algebraic and combinatorial methods to understand the possible positions of mechanical systems. While their citation count reflects a niche but growing field, the elegance and utility of their proof have made it a touchstone for researchers exploring the intersection of robotics and geometric group theory. Bastidas’s contributions offer a compelling example of how abstract mathematical structures can yield practical solutions for real-world robotic challenges.
Research Focus
Key Achievements
Top Papers
- 1The Configuration Space of a Robotic Arm in a Tunnel11 citations · 2017