中国剩余定理与素数记忆系统

Qing-Qiang Gao
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引用次数: 43

摘要

冲突问题是超级计算机存储系统中一个非常重要的问题,无冲突的存储系统方法有两种:倾斜方案方法和素数存储系统方法。以前发表的主要内存方法很复杂,或者浪费1/p的内存空间来填补“洞”[17],其中p是内存模块的数量。本文基于中国剩余定理,给出了一种不浪费任何存储空间,不需要计算商,只需要求d Mod p的完美素数记忆系统。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Chinese Remainder Theorem And The Prime Memory System
As we know, the conflict problem is a very important problem in memory system of super computer, there are two kinds of conflict-free memory system approaches: skewing scheme approach and prime memory system approach. Previously published prime memory approaches are complex or wasting 1/p of the memory space for filling the “holes” [17], where p is the number of memory modules. In this paper, based on Chinese remainder theorem, we present a perfect prime memory system which only need to find the d Mod p without wasting any memory space and without computing the quotient.
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