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11
Fast Priority Queues for Cached Memory
 ACM Journal of Experimental Algorithmics
, 1999
"... This paper advocates the adaption of external memory algorithms to this purpose. This idea and the practical issues involved are exemplified by engineering a fast priority queue suited to external memory and cached memory that is based on kway merging. It improves previous external memory algorithm ..."
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Cited by 46 (7 self)
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This paper advocates the adaption of external memory algorithms to this purpose. This idea and the practical issues involved are exemplified by engineering a fast priority queue suited to external memory and cached memory that is based on kway merging. It improves previous external memory algorithms by constant factors crucial for transferring it to cached memory. Running in the cache hierarchy of a workstation the algorithm is at least two times faster than an optimized implementation of binary heaps and 4ary heaps for large inputs
Efficient Sorting Using Registers and Caches
 in Proceedings of the 4th Workshop on Algorithm Engineering (WAE 2000
, 2000
"... Modern computer systems have increasingly complex memory systems.Common machine models for algorithm analysis do not reflect many of the features... ..."
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Cited by 19 (5 self)
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Modern computer systems have increasingly complex memory systems.Common machine models for algorithm analysis do not reflect many of the features...
Adapting Radix Sort to the Memory Hierarchy
 In ALENEX, Workshop on Algorithm Engineering and Experimentation
, 2000
"... this paper, we focus on one such: the integer sorting algorithm least signicant bit (LSB) radix sort. LSB radix sort sorts wbit integer keys with an rbit radix in O(dw=re(n+2 ..."
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Cited by 15 (2 self)
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this paper, we focus on one such: the integer sorting algorithm least signicant bit (LSB) radix sort. LSB radix sort sorts wbit integer keys with an rbit radix in O(dw=re(n+2
Efficient sorting using registers and caches
 WAE, WORKSHOP ON ALGORITHM ENGINEERING , LECTURE NOTES IN COMPUTER SCIENCE
, 2000
"... Modern computer systems have increasingly complex memory systems. Common machine models for algorithm analysis do not reflect many of the features of these systems, e.g., large register sets, lockupfree caches, cache hierarchies, associativity, cache line fetching, and streaming behavior. Inadequat ..."
Abstract

Cited by 8 (0 self)
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Modern computer systems have increasingly complex memory systems. Common machine models for algorithm analysis do not reflect many of the features of these systems, e.g., large register sets, lockupfree caches, cache hierarchies, associativity, cache line fetching, and streaming behavior. Inadequate models lead to poor algorithmic choices and an incomplete understanding of algorithm behavior on real machines. A key step toward developing better models is to quantify the performance effects of features not reflected in the models. This paper explores the effect of memory system features on sorting performance. We introduce a new cacheconscious sorting algorithm, Rmerge, which achieves better performance in practice over algorithms that are superior in the theoretical models. Rmerge is designed to minimize memory stall cycles rather than cache misses by considering features common to many system designs.
Scanning Multiple Sequences Via Cache Memory
 Algorithmica
, 2003
"... We consider the simple problem of scanning multiple sequences. There are k sequences of total length N which are to be scanned concurrently. One pointer into each sequence is maintained and an adversary specifies which pointer is to be advanced. The concept of scanning multiple sequence is ubiquitou ..."
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Cited by 5 (0 self)
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We consider the simple problem of scanning multiple sequences. There are k sequences of total length N which are to be scanned concurrently. One pointer into each sequence is maintained and an adversary specifies which pointer is to be advanced. The concept of scanning multiple sequence is ubiquitous in algorithms designed for hierarchical memory.
Random Arc Allocation and Applications to Disks, Drums and DRAMs
, 2001
"... The paper considers a generalization of the well known random placement of balls into bins. ..."
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Cited by 1 (0 self)
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The paper considers a generalization of the well known random placement of balls into bins.
Tail bounds and expectations for random arc allocation and applications
 Combinatorics, Probability and Computing
"... The paper considers a generalization of the well known random placement of balls into bins. Given n circular arcs of lengths αi, 0 ¡ ¢ i n we study the maximum number of overlapping arcs on a circle if the starting points of the arcs are chosen randomly. We give almost exact tail bounds on the maxim ..."
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Cited by 1 (0 self)
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The paper considers a generalization of the well known random placement of balls into bins. Given n circular arcs of lengths αi, 0 ¡ ¢ i n we study the maximum number of overlapping arcs on a circle if the starting points of the arcs are chosen randomly. We give almost exact tail bounds on the maximum overlap of the arcs. These tail bounds yield a complete characterization of the expected maximum overlap that is tight up to constant factors in the lower order terms. We illustrate the strength of our results by presenting new performance guarantees for several application: Minimizing rotational delays of disks, scheduling accesses to parallel disks and allocating memory to limit cache interference misses.
Tail bounds and expectations for random arc allocation and applications
 COMBINATORICS, PROBABILITY AND COMPUTING
, 2002
"... The paper considers a generalization of the well known random placement of balls into bins. Given n circular arcs of lengths αi, 0 ¡ ¢ i n we study the maximum number of overlapping arcs on a circle if the starting points of the arcs are chosen randomly. We give almost exact tail bounds on the maxim ..."
Abstract

Cited by 1 (0 self)
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The paper considers a generalization of the well known random placement of balls into bins. Given n circular arcs of lengths αi, 0 ¡ ¢ i n we study the maximum number of overlapping arcs on a circle if the starting points of the arcs are chosen randomly. We give almost exact tail bounds on the maximum overlap of the arcs. These tail bounds yield a complete characterization of the expected maximum overlap that is tight up to constant factors in the lower order terms. We illustrate the strength of our results by presenting new performance guarantees for several application: Minimizing rotational delays of disks, scheduling accesses to parallel disks and allocating memory to limit cache interference misses.
Data Intensive Computation in a Compute/Storage Hierarchy
, 2002
"... We are acquiring and storing everincreasing volumes of data. Extracting useful information from these large datasets poses challenges throughout the memory/storage hierarchy. One solution is to reduce the amount of data movement between di#erent level of memory. The twolevel external memory (EM) m ..."
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We are acquiring and storing everincreasing volumes of data. Extracting useful information from these large datasets poses challenges throughout the memory/storage hierarchy. One solution is to reduce the amount of data movement between di#erent level of memory. The twolevel external memory (EM) model and its variants are used to design such algorithms. We show how application of EM techniques can yield significant performance improvement for a GIS application. We also show that the derived cache model does not adequately represent the memory system at the cache/register level. The other