Giuseppe Notarstefano
University of Salento, University of Padua, University of Bologna
Papers
17
Total Citations
589
H-Index
10
About
Giuseppe Notarstefano is a leading researcher in distributed optimization, cooperative robotics, and multi-agent systems, whose work has fundamentally advanced how networks of autonomous robots coordinate and make collective decisions. His most celebrated contribution — a distributed version of the Hungarian method for multirobot assignment (2017, 176 citations) — elegantly enables robots to cooperatively compute optimal task allocations without relying on centralized control. His early and influential work on connectivity maintenance in second-order agent networks (2006/2009, 185 combined citations) established rigorous foundations for keeping robotic teams reliably connected under real-world dynamics. Notarstefano has pioneered the framework of distributed aggregative optimization, developing novel feedback laws that steer robot networks toward globally optimal configurations — work that spans theoretical formulations to nonconvex extensions applicable to real deployments. His team also bridges theory and practice through tools like CrazyChoir, a ROS 2 framework for flying quadrotor swarms, and comprehensive tutorials that make distributed optimization accessible to the broader robotics community. With research spanning estimation, coverage of unknown spatial fields, and online coordination, Notarstefano's contributions have shaped modern cooperative robotics, earning him well over 500 citations and establishing him as an authoritative voice in the field.
Research Focus
Key Achievements
Top Papers
- 1A Distributed Version of the Hungarian Method for Multirobot Assignment176 citations · 2017
- 2Maintaining limited-range connectivity among second-order agents125 citations · 2006
- 3
- 4Maintaining Limited-Range Connectivity Among Second-Order Agents60 citations · 2009
- 5
- 6Aggregative feedback optimization for distributed cooperative robotics30 citations · 2022
- 7CrazyChoir: Flying Swarms of Crazyflie Quadrotors in ROS 223 citations · 2023
- 8
- 9Distributed consensus on enclosing shapes and minimum time rendezvous16 citations · 2006
- 10