可靠的概率检查点

Hyo-Chang Nam, Jong Kim, S. Hong, Sunggu Lee
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引用次数: 2

摘要

最近提出的概率检查点有一个缺点,即命名混叠。经过分析,64位签名显示混叠的可能性可以忽略不计。但在实际应用中,与概率检查点结合使用的shift-XOR签名生成函数存在较高的混叠率,限制了概率检查点的实用性。本文考虑了两种增强方法,使概率检查点更可靠。一个是签名生成功能,另一个是恢复方案。在签名生成函数部分,我们提出了两个签名生成函数:用于小块大小(小于或等于256字节)的HALF和用于大块大小(大于256字节)的C-HALF(CRC组合HALF),它们具有与分析结果相似的混叠概率和较小的开销。在恢复方案部分,我们提出了一种保证概率检查点安全性的恢复方案。为了在恢复时检查先前检查点的正确性,建议的恢复方案使用一个备用节点。我们用数学模型分析了恢复方案。并利用该模型推导出最优检查点间隔。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reliable probabilistic checkpointing
Recently proposed probabilistic checkpointing has one drawback, naming aliasing. When analyzed, 64-bit signatures show negligible possibility of aliasing. But in practice, the shift-XOR signature generation function used with probabilistic checkpointing shows a high aliasing rate, which limits the practicality of probabilistic checkpointing. In this paper, two enhancements are considered to make probabilistic checkpointing more reliable. One is the signature generation function and the other is the recovery scheme. In the signature generation function part, we propose two signature generation functions: HALF for small block sizes (less than or equal to 256 bytes) and C-HALF(CRC combined HALF) for large block sizes (larger than 256 bytes), which have an aliasing probability similar to analytic results and small overhead. In the recovery scheme part, we propose a recovery scheme which ensures the safety of probabilistic checkpointing. To examine the correctness of previous checkpoints at recovery time, the proposed recovery scheme uses a spare node. We analyze the recovery scheme using a mathematical model. Also an optimal checkpoint interval is derived using the model.
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