Counterexample to theorems of Cox and Fine
Joseph Y. Halpern
aaai 1996
The availability of inexpensive, small, magnetic disks has made possible the building of a reliable, high-performance disk system by integrating a number of such disks in an array. To achieve high reliability in such systems, equivalent to that of larger disks, parity or other error-correcting codes may be used. In systems where data availability is critical, dual copy methods have traditionally been used. Recently some parity-based schemes have been proposed for providing fault tolerance with much less hardware. However, these new techniques do not provide good performance under a failure due to the increase in workload on the functional disks during a failure in the array. The dual copy methods degrade much more gracefully compared to thenew techniques. In this paper, we propose a new technique for making disk arrays fault-tolerant which combines the advantages of both the parity schemes and the dual copy methods. The proposed technique offers a wide variety of options in providing fault-tolerance, dual copy methods and single parity schemes being two extreme cases. We presentresults from simulations to show that the proposed technique offers better performance during all phases of operation: in normal operation, during a failure, and while reconstructing data on a failed disk. We also show that the proposed scheme allows faster reconstruction of data on the failed disk and thereby improves the data availability. © 1993 Academic Press, Inc.
Joseph Y. Halpern
aaai 1996
Barry K. Rosen
SWAT 1972
Saurabh Paul, Christos Boutsidis, et al.
JMLR
Hironori Takeuchi, Tetsuya Nasukawa, et al.
Transactions of the Japanese Society for Artificial Intelligence