By Yehuda Afek, Haim Kaplan, Boris Korenfeld, Adam Morrison, Robert E. Tarjan (auth.), Marcos K. Aguilera (eds.)
This e-book constitutes the refereed complaints of the twenty sixth foreign Symposium on allotted Computing, DISC 2012, held in Salvador, Brazil, in October 2012.
The 27 revised complete papers awarded including 24 short bulletins have been rigorously reviewed and chosen from 119 submissions. The papers are prepared in topical sections on shared reminiscence, cellular brokers and overlay networks, instant and a number of entry channel networks, dynamic networks, allotted graph algorithms, instant and loosely attached networks, robots, and reduce bounds and separation.
Read Online or Download Distributed Computing: 26th International Symposium, DISC 2012, Salvador, Brazil, October 16-18, 2012. Proceedings PDF
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Extra resources for Distributed Computing: 26th International Symposium, DISC 2012, Salvador, Brazil, October 16-18, 2012. Proceedings
Sample text
An ll/sc object O provides three operations: ll, vl, and sc. ll(O) returns the value of object O. vl(O) returns true or false and, like ll(O), does not change the value of the object. sc(O, x) either sets the value of object O to x and returns true or does not change the value of O and returns false. A vl(O) or sc(O, x) operation by process p returns true (in which case, we say that it is successful) if and only if p previously executed ll(O) and no other process has executed a successful sc on object O since p’s last ll(O).
But this requires that registers can hold enough information to describe p operations. Since the description of an operation includes the identifier of the process that is executing the operation, Ω(p log p)-bit registers are necessary. Thus, this construction is impractical for systems with many processes. , Alistarh etal. presented one based on repeated randomized renaming [3]), but there seems to be no obvious way to derandomize them. 18 F. Ellen, V. Ramachandran, and P. Woelfel In this paper, we present two Fetch&Inc implementations that have polylogarithmic (in p) step complexity and do not require unrealistically large registers or ll/sc objects.
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