Papers

23

Total Citations

315

H-Index

9

About

Fukuhito Ooshita is a theoretical computer scientist whose research centers on distributed computing, with a particular focus on the coordination and self-organization of autonomous mobile robots. His work addresses fundamental algorithmic challenges in swarm robotics, especially the **gathering problem** — the task of bringing a collection of anonymous, oblivious mobile robots to a common location without prior agreement on a meeting point. Ooshita has made significant contributions to understanding how robots can gather under severely limited capabilities, including the absence of global multiplicity detection, restricted vision, and asynchronous operation. His studies on ring-topology environments have been especially influential, exploring how symmetry, parity constraints, and local information affect algorithmic feasibility. His 2011 paper on gathering from symmetric configurations has accumulated 66 citations, while his work on rings with local weak multiplicity detection (48 citations) remains a key reference in the field. His investigations into randomized approaches demonstrated the feasibility of polynomial-time gathering for oblivious robots, broadening the toolkit available to algorithm designers. Collectively accumulating over 270 citations, Ooshita's body of work has meaningfully shaped the theoretical foundations of mobile robot computing, offering researchers a rigorous framework for designing coordination algorithms under realistic, resource-constrained conditions.

Research Focus

Key Achievements

9
H-Index
23
Papers
315
Total Citations
14
Avg Citations/Paper
🏆 Most Cited Paper
Asynchronous Mobile Robot Gathering from Symmetric Configurations without Global Multiplicity Detection
66 citations · 2011
📈 Most Prolific Year: 2019 (4 Papers)
🤝 Key Collaborators: 14
🏛 Institutions: The University of Osaka, Nara Institute of Science and Technology, Fukui University of Technology

Top Papers

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Key Collaborators

Contact & Links

Available for collaboration
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