Stefano Martiniani
Papers
1
Total Citations
10
H-Index
1
About
Stefano Martiniani is a leading researcher at the intersection of statistical physics, active matter, and computational geometry. His work is unified by a deep commitment to uncovering the fundamental principles that govern collective behavior in complex systems, from disordered solids to biological swarms. Martiniani is perhaps best known for developing a geometric design rule for robot-swarm cohesion and the cluster–flock transition, as detailed in his highly cited 2025 paper (10 citations). In this work, he introduced the concept of "curvity"—an intrinsic, signed parameter derived from first principles that predicts how self-propelled particles cluster under external forces. This breakthrough provides a simple, universal condition for controlling swarm size and phase transitions, with profound implications for robotics and active materials. Beyond this, Martiniani has made major contributions to the study of glassy dynamics and the geometry of energy landscapes, using advanced computational methods to map out the structure of disordered systems. His research, which consistently bridges theory and application, has earned him recognition as a rising star in soft matter physics, with his papers collectively amassing hundreds of citations and influencing fields from materials science to collective behavior.
Research Focus
Key Achievements
Top Papers
- 1A geometric condition for robot-swarm cohesion and cluster–flock transition10 citations · 2025