Manash Kumar Kundu
Papers
9
Total Citations
76
H-Index
5
About
Manash Kumar Kundu is a computer scientist whose research lies at the intersection of distributed computing and autonomous mobile robotics, with a particular focus on swarm coordination algorithms for self-organizing robot systems. His work primarily addresses foundational problems in multi-robot coordination — including mutual visibility, gathering, pattern formation, and circle formation — in challenging settings such as infinite grids, hypercubes, and polygonal enclosures, often under asynchronous and oblivious robot models that strip away assumptions about memory, communication, and synchronization. Among his most significant contributions is his work on mutual visibility by asynchronous robots on infinite grids, his most-cited paper with 24 citations, which advanced understanding of how robots can achieve line-of-sight with one another without centralized control. His 2019 work on optimal gathering in hypercubes (15 citations) and arbitrary pattern formation on infinite grids (10 citations) further established his contributions to fundamental distributed robotics theory. More recently, he has extended these investigations to opaque robot models and luminous robots, exploring how constrained visibility and light-based signaling affect coordination. His work on path-following robots using RFID technology additionally demonstrates applied robotics range. Collectively, Kundu's research provides rigorous algorithmic foundations for next-generation autonomous swarm systems.
Research Focus
Key Achievements
Top Papers
- 1Mutual Visibility by Asynchronous Robots on Infinite Grid24 citations · 2019
- 2Optimal Gathering by Asynchronous Oblivious Robots in Hypercubes15 citations · 2019
- 3
- 4Circle formation by asynchronous opaque robots on infinite grid6 citations · 2021
- 5Mutual visibility on grid by asynchronous luminous robots5 citations · 2022
- 6
- 7Distributed Pattern Formation by Autonomous Robot Swarm4 citations · 2022
- 8
- 9Positional Encoding by Robots with Non-Rigid Movements3 citations · 2019