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On the computational power of oblivious robots: forming a series of geometric patterns.

, , , and . PODC, page 267-276. ACM, (2010)

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Self-Stabilizing Meeting in a Polygon by Anonymous Oblivious Robots., , , , and . CoRR, (2017)A probabilistic local majority polling game on weighted directed graphs with an application to the distributed agreement problem., , and . Networks, 35 (4): 266-273 (2000)Some Upper Bounds on Expected Agreement Time of a Probabilistic Local Majority Polling Game., and . SIROCCO, volume 8 of Proceedings in Informatics, page 293-304. Carleton Scientific, (2001)Reducing the Hitting and the Cover Times of Random Walks on Finite Graphs by Local Topological Information., , and . VLSI, page 203-207. CSREA Press, (2003)Space Complexity of Self-Stabilizing Leader Election in Population Protocol Based on k-Interaction., , , and . SSS, volume 8255 of Lecture Notes in Computer Science, page 86-97. Springer, (2013)Distance functions defined by variable neighborhood sequences., and . Pattern Recognit., 17 (5): 509-513 (1984)Distances defined by neighborhood sequences., and . Pattern Recognit., 19 (3): 237-246 (1986)A Template Matching Algorithm Using Optically-Connected 3-D VLSI Architecture., , , and . ISCA, page 64-70. (1987)Probabilistic Self-Stabilization and Random Walks.. ICNC, page 1-7. IEEE Computer Society, (2011)A Probabilistic Model of the DNA Conformational Change., , , and . DNA, volume 4287 of Lecture Notes in Computer Science, page 274-285. Springer, (2006)