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Since the design of lock-free data structures often poses a formidable intellectual challenge, researchers are constantly in search of abstractions and primitives that simplify this design.
The multiword LL/SC object is such a primitive: many existing algorithms are based on this primitive, including the nonblocking and wait-free universal
constructions of Anderson and Moir (1995), the closed objects construction of Chandra et al.(1998) and the snapshot algorithms of Jayanti (2002, 2004).
In this paper, we consider the problem of implementing a W-word LL/SC object shared by N processes. The previous best algorithm, due to Anderson and Moir (1995), is time optimal (LL and SC operations run in O(W) time), but has a space complexity of O(N^2W). We present an algorithm that uses novel buffer management ideas to cut down the space complexity by a factor of N to O(NW), while still being time optimal.
Bibliographic citation for this report: [plain text] [BIB] [BibTeX] [Refer]
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Prasad Jayanti and Srdjan Petrovic, "Efficient Wait-Free Implementation of Multiword LL/SC Variables." Dartmouth Computer Science Technical Report TR2004-523, October 2004.
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