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Independent of the application classes and due to the above characteristics, tasks compete for system resources, that is, disk bandwidth. The term retrieval contention is used in this study to specify this competition among the tasks for the disk bandwidth. This contention should be treated differently depending on alternative types of the system load. Furthermore, an admission control component, termed contention prediction (cop), is required by all the scheduling algorithms to activate tasks in such a manner that no contention occurs among the activated tasks.

Assuming enough free space is available at this point, ox is divided into its corresponding sections as follows. First, the number m ϭ no-of-pages(ox) is converted to base Ͷ. For example, if Ͷ ϭ 2, and no-ofpages(ox) ϭ 1310, then its binary representation is 11012. The full representation of such a converted number is m ϭ djϪ1 ϫ ͶjϪ1 ϩ и и и ϩ d2 ϫ Ͷ2 ϩ d1 ϫ Ͷ1 ϩ d0 ϫ Ͷ0. In our example, the number 11012 can be written as 1 ϫ 23 ϩ 1 ϫ 22 ϩ 0 ϫ 21 ϩ 1 ϫ 20. In general, for every digit di that is non-zero, di sections are allocated from height i of the free list on behalf of ox.

S, at most Ͷ Ϫ 1 free sections of i are allowed. Informally, this property implies that whenever there exists sufficient free space at the free list of height i, EVEREST must compact these free sections into sections of a larger height. A lazy variant of this scheme would allow these lists to grow longer and do compaction upon demand, that is, when large contiguous pages are required. This would be complicated as a variety of choices might exist when merging pages. This would require the system to employ heuristic techniques to guide the search space of this merging process.

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37.Multimedia by John G. Webster (Editor)

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