Nadia M. Benbernou
Papers
3
Total Citations
67
H-Index
3
About
Nadia M. Benbernou’s research lies at the intersection of computational geometry, robotics, and programmable matter, with a focus on self-folding systems and modular reconfiguration. Her most influential work, “Planning to fold multiple objects from a single self-folding sheet” (2011, 41 citations), introduced planning and control algorithms enabling a single programmable sheet to autonomously fold into multiple distinct shapes—a foundational step toward versatile, reconfigurable materials. In “Efficient reconfiguration of lattice-based modular robots” (2013, 17 citations), she advanced algorithms for coordinating independent robotic modules to reshape efficiently, addressing key scalability challenges in modular robotics. Her early work, “Universal Hinge Patterns to Fold Orthogonal Shapes” (2010, 9 citations), tackled a fundamental question in computational origami: designing a single crease pattern capable of folding into diverse orthogonal forms, directly motivating programmable self-folding sheets. Together, these contributions demonstrate Benbernou’s impact on creating intelligent, shape-shifting systems—from reconfigurable robots to adaptive structures—laying algorithmic groundwork for future programmable matter applications. Her research continues to inspire students and researchers exploring autonomous folding, distributed robotics, and geometric algorithms.
Research Focus
Key Achievements
Top Papers
- 1Planning to fold multiple objects from a single self-folding sheet41 citations · 2011
- 2Efficient reconfiguration of lattice-based modular robots17 citations · 2013
- 3Universal Hinge Patterns to Fold Orthogonal Shapes9 citations · 2010