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Efficiency of Oblivious versus Nonoblivious Schedulers for Optimistic, Rate-based Flow Control., , и . SIAM J. Comput., 34 (5): 1216-1252 (2005)Optimal, Distributed Decision-Making: The Case of No Communication., , и . FCT, том 1684 из Lecture Notes in Computer Science, стр. 293-303. Springer, (1999)A Comparative Study of Protocols for Efficient Data Propagation in Smart Dust Networks., , , , и . Euro-Par, том 2790 из Lecture Notes in Computer Science, стр. 1003-1016. Springer, (2003)Efficiency of Oblivious Versus Non-Oblivious Schedules for Optimistic, Rate-Based Flow Control (Extended Abstract)., , и . PODC, стр. 139-148. ACM, (1997)An upper and a lower bound for tick synchronization.. RTSS, стр. 246-255. IEEE Computer Society, (1992)The Impact of Network Structure on the Stability of Greedy Protocols., , , и . CIAC, том 2653 из Lecture Notes in Computer Science, стр. 251-263. Springer, (2003)MaxMin Fair Flow Control Sensitive to Priorities., , и . OPODIS, стр. 45-60. Hermes, (1998)Threshold Counters with Increments and Decrements., , , и . SIROCCO, стр. 47-61. Carleton Scientific, (1999)A Distributed Algorithm for Gathering Many Fat Mobile Robots in the Plane, , и . CoRR, (2012)The Price of Anarchy for Polynomial Social Cost., , , и . Computing and Markets, том 05011 из Dagstuhl Seminar Proceedings, IBFI, Schloss Dagstuhl, Germany, (2005)