2016
DOI: 10.1109/lcomm.2016.2551719
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CAMP: A New Bitmap Index for Data Retrieval in Traffic Archival

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Cited by 4 publications
(2 citation statements)
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“…Although there are alternatives, the most popular bitmap compression techniques are based on the word‐aligned run‐length encoding compression model inherited from Oracle (byte‐aligned bitmap compression): WAH, Concise, EWAH (used by the Git version control system), COMPAX, VLC, and VAL‐WAH, among others. () On a W ‐bit system, the r bits of the bitset are partitioned into sequences of W consecutive bits, where WW depends on the technique used; for EWAH, W=W; for WAH and many others, W=W1. When such a sequence of W consecutive bits contains only 1s or only 0s, we call it a fill word; otherwise, we call it a dirty word.…”
Section: Integer‐set Data Structuresmentioning
confidence: 99%
See 1 more Smart Citation
“…Although there are alternatives, the most popular bitmap compression techniques are based on the word‐aligned run‐length encoding compression model inherited from Oracle (byte‐aligned bitmap compression): WAH, Concise, EWAH (used by the Git version control system), COMPAX, VLC, and VAL‐WAH, among others. () On a W ‐bit system, the r bits of the bitset are partitioned into sequences of W consecutive bits, where WW depends on the technique used; for EWAH, W=W; for WAH and many others, W=W1. When such a sequence of W consecutive bits contains only 1s or only 0s, we call it a fill word; otherwise, we call it a dirty word.…”
Section: Integer‐set Data Structuresmentioning
confidence: 99%
“…So we use compressed bitmaps. Though there are alternatives [25], the most popular bitmap compression techniques are based on the word-aligned RLE compression model inherited from Oracle (BBC [26]): WAH [27], Concise [28], EWAH [29] (used by the Git [30] version control system), COMPAX [31], VLC [32], VAL-WAH [33], among others [34,35,36]. On a W -bit system, the r bits of the bitset are partitioned into sequences of W consecutive bits, where W ≈ W depends on the technique used; for EWAH, W = W ; for WAH and many others, W = W − 1.…”
Section: Compressed Bitsetsmentioning
confidence: 99%