1998
DOI: 10.1145/278009.278018
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Event history based sparse state saving in time warp

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Cited by 6 publications
(7 citation statements)
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References 27 publications
(30 reference statements)
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“…In this sense, our proposal is perfectly compatible with all previous literature results based on the usage of checkpointing intervals (rather than checkpointing at each event). Indeed, it is possible to rely on sparse state saving (Lin and Lazowska 1990;Bellenot 1992), or on any form of adaptive state saving (Palaniswamy and Wilsey 1993;Rönngren and Ayani 1994;Fleischmann and Wilsey 1995;Skold and Rönngren 1996;Quaglia 1998;Quaglia 2001).…”
Section: Managing Incremental Checkpointsmentioning
confidence: 99%
“…In this sense, our proposal is perfectly compatible with all previous literature results based on the usage of checkpointing intervals (rather than checkpointing at each event). Indeed, it is possible to rely on sparse state saving (Lin and Lazowska 1990;Bellenot 1992), or on any form of adaptive state saving (Palaniswamy and Wilsey 1993;Rönngren and Ayani 1994;Fleischmann and Wilsey 1995;Skold and Rönngren 1996;Quaglia 1998;Quaglia 2001).…”
Section: Managing Incremental Checkpointsmentioning
confidence: 99%
“…Most of them [13,25,30,35,37] are based on taking checkpoints periodically, each χ event executions, so that the strategy itself is aimed at (adaptively) selecting the best suited value for the parameter χ, called checkpoint interval. Some more recent strategies [31,33] attempt to further optimize that tradeoff by relaxing the constraint that checkpoints should be taken on a periodic basis.…”
Section: Checkpointingmentioning
confidence: 99%
“…Actually, the algorithm presented in [13] for the adaptive selection of the checkpoint interval χ in a PSS strategy, and then re-used in [31] for the adaptive selection of a threshold value of the simulation time advancement in order to determine the positions of checkpoints on the basis of the event execution pattern in simulation time, can be re-used also to perform adaptive tuning of the parameter threshold j in the CCA semantic. That algorithm is based on the on-line observation of a checkpointing/recovery cost function for each LP j , namely F j = C ckpt j + C cf j , where C ckpt j and C cf j represent, respectively, the overheads due to checkpointing and coasting forward for LP j .…”
Section: Tuning the Value Of Thresholdmentioning
confidence: 99%
“…To support rollback, the state of the LP needs to be saved after each event is processed. In order to reduce the amount of memory used, the state can be saved less frequently [21,26,27]. The side effect of smaller checkpoint frequency is the increased cost of performing a rollback.…”
Section: Background and Related Workmentioning
confidence: 99%