A system receives shocks at successive random points of discrete time, and each shock causes a positive integer-valued random amount of damage which accumulates on the system one after another. The system is subject t...A system receives shocks at successive random points of discrete time, and each shock causes a positive integer-valued random amount of damage which accumulates on the system one after another. The system is subject to failure and it fails once the total cumulative damage level first exceeds a fixed threshold. Upon failure the system must be replaced by a new and identical one and a cost is incurred. If the system is replaced before failure, a lower cost is incurred.On the basis of some assumptions, we specify a replacement rule which minimizes the longrun (expected) average cost per unit time and possesses the control limit property, Finally, an algorithm is discussed in a special case.展开更多
SSD(solid state drive)的写入寿命比较有限,因此除命中率外,SSD缓存设备的写入量成为评价缓存替换算法的另一个关键指标。如何使算法提高写入数据转化为缓存命中的效率,从而延长SSD的使用寿命,具有重要的研究意义。目前,已有缓存替换...SSD(solid state drive)的写入寿命比较有限,因此除命中率外,SSD缓存设备的写入量成为评价缓存替换算法的另一个关键指标。如何使算法提高写入数据转化为缓存命中的效率,从而延长SSD的使用寿命,具有重要的研究意义。目前,已有缓存替换算法的设计一般基于时间局部性,即刚被访问的数据短期内被访问的概率较高,因此需要频繁的数据更新和较高写入量来保证较高命中率;或是通过不低的开销屏蔽相对最差的部分数据来减少一定的写入量,还缺少用低开销获得数据长期热度规律,有效提高缓存数据质量的算法。提出了访问序列折叠的缓存替换算法,用比较低的开销定位拥有长期稳定热度的数据写入缓存,明显提高了SSD缓存数据质量,在保证命中率的同时减少了SSD的写入量。实验表明,访问序列折叠算法相比LRU(least recently used)算法可在命中率损失低于10%的情况下减少90%的写入量,与SieveStore、L2ARC(level2 adjustable replacement cache)等写入优化缓存算法相比,命中率相当时可将写入量减少50%以上,有效达到了通过缓存高质量数据,减少SSD的写入量,延长其使用寿命的目的。展开更多
文摘A system receives shocks at successive random points of discrete time, and each shock causes a positive integer-valued random amount of damage which accumulates on the system one after another. The system is subject to failure and it fails once the total cumulative damage level first exceeds a fixed threshold. Upon failure the system must be replaced by a new and identical one and a cost is incurred. If the system is replaced before failure, a lower cost is incurred.On the basis of some assumptions, we specify a replacement rule which minimizes the longrun (expected) average cost per unit time and possesses the control limit property, Finally, an algorithm is discussed in a special case.
