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On the efficient determination of most near neighbors : : horseshoes, hand grenades, Web search, and other situations when close is close enough /

By: Manasse, Mark S [author.].
Material type: materialTypeLabelBookSeries: Synthesis digital library of engineering and computer science: ; Synthesis lectures on information concepts, retrieval, and services: # 44.Publisher: San Rafael, California (1537 Fourth Street, San Rafael, CA 94901 USA) : Morgan & Claypool, 2015.Edition: Second edition.Description: 1 PDF (xix, 80 pages).Content type: text Media type: electronic Carrier type: online resourceISBN: 9781627058094.Subject(s): Internet searching | Nearest neighbor analysis (Statistics) | Statistical matching | nearest neighbor | search algorithms | information retrieval | IR | multi-dimensionalDDC classification: 025.04 Online resources: Abstract with links to resource Also available in print.
Contents:
1. Introduction -- 1.1 On similarity, resemblance, look-alikes, and entity resolution -- 1.2 You must know at least this much math to read this book -- 1.3 Cumulative distribution and probability density functions --
2. Comparing web pages for similarity: an overview -- 2.1 Choosing the features of a web page to compare -- 2.2 Turning features into integers (Rabin hashing) -- 2.3 How should we measure the proximity of features? -- 2.4 Feature reduction -- 2.5 Putting it together with supershingling --
3. A personal history of web search -- 3.1 Complexity issues and implementation -- 3.2 Implementing duplicate suppression -- 3.3 Rabin hashing revisited --
4. Uniform sampling after Alta Vista -- 4.1 Using less randomness to improve sampling efficiency -- 4.2 Conjectures vs. theorems -- 4.3 Finding the first point of divergence efficiently -- 4.4 Uniform consistent sampling summarized --
5. Why weight (and how)? -- 5.1 Constant expected-time consistent weighted sampling -- 5.2 Constant time consistent weighted sampling -- 5.3 Accelerating weighted sampling --
6. A few applications -- 6.1 Web deduplication -- 6.2 File systems: winnowing and friends -- 6.3 Further applications --
7. Forks in the road: Flajolet and slightly biased sampling -- 7.1 Flajolet-Martin -- 7.2 Li's rediscovery -- 7.3 Approximation by randomized rounding -- 7.4 Scaling --
Afterword -- Bibliography -- Author's biography.
Abstract: The time-worn aphorism "close only counts in horseshoes and hand grenades" is clearly inadequate. Close also counts in golf, shuffleboard, archery, darts, curling, and other games of accuracy in which hitting the precise center of the target isn't to be expected every time, or in which we can expect to be driven from the target by skilled opponents. This book is not devoted to sports discussions, but to efficient algorithms for determining pairs of closely related web pages, and a few other situations in which we have found that inexact matching is good enough - where proximity suffices. We will not, however, attempt to be comprehensive in the investigation of probabilistic algorithms, approximation algorithms, or even techniques for organizing the discovery of nearest neighbors. We are more concerned with finding nearby neighbors; if they are not particularly close by, we are not particularly interested. In thinking of when approximation is sufficient, remember the oft-told joke about two campers sitting around after dinner. They hear noises coming towards them. One of them reaches for a pair of running shoes, and starts to don them. The second then notes that even with running shoes, they cannot hope to outrun a bear, to which the first notes that most likely the bear will be satiated after catching the slower of them. We seek problems in which we don't need to be faster than the bear, just faster than the others fleeing the bear.
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Item type Current location Call number Status Date due Barcode Item holds
E books E books PK Kelkar Library, IIT Kanpur
Available EBKE657
Total holds: 0

Mode of access: World Wide Web.

System requirements: Adobe Acrobat Reader.

Part of: Synthesis digital library of engineering and computer science.

Includes bibliographical references (pages 75-77).

1. Introduction -- 1.1 On similarity, resemblance, look-alikes, and entity resolution -- 1.2 You must know at least this much math to read this book -- 1.3 Cumulative distribution and probability density functions --

2. Comparing web pages for similarity: an overview -- 2.1 Choosing the features of a web page to compare -- 2.2 Turning features into integers (Rabin hashing) -- 2.3 How should we measure the proximity of features? -- 2.4 Feature reduction -- 2.5 Putting it together with supershingling --

3. A personal history of web search -- 3.1 Complexity issues and implementation -- 3.2 Implementing duplicate suppression -- 3.3 Rabin hashing revisited --

4. Uniform sampling after Alta Vista -- 4.1 Using less randomness to improve sampling efficiency -- 4.2 Conjectures vs. theorems -- 4.3 Finding the first point of divergence efficiently -- 4.4 Uniform consistent sampling summarized --

5. Why weight (and how)? -- 5.1 Constant expected-time consistent weighted sampling -- 5.2 Constant time consistent weighted sampling -- 5.3 Accelerating weighted sampling --

6. A few applications -- 6.1 Web deduplication -- 6.2 File systems: winnowing and friends -- 6.3 Further applications --

7. Forks in the road: Flajolet and slightly biased sampling -- 7.1 Flajolet-Martin -- 7.2 Li's rediscovery -- 7.3 Approximation by randomized rounding -- 7.4 Scaling --

Afterword -- Bibliography -- Author's biography.

Abstract freely available; full-text restricted to subscribers or individual document purchasers.

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The time-worn aphorism "close only counts in horseshoes and hand grenades" is clearly inadequate. Close also counts in golf, shuffleboard, archery, darts, curling, and other games of accuracy in which hitting the precise center of the target isn't to be expected every time, or in which we can expect to be driven from the target by skilled opponents. This book is not devoted to sports discussions, but to efficient algorithms for determining pairs of closely related web pages, and a few other situations in which we have found that inexact matching is good enough - where proximity suffices. We will not, however, attempt to be comprehensive in the investigation of probabilistic algorithms, approximation algorithms, or even techniques for organizing the discovery of nearest neighbors. We are more concerned with finding nearby neighbors; if they are not particularly close by, we are not particularly interested. In thinking of when approximation is sufficient, remember the oft-told joke about two campers sitting around after dinner. They hear noises coming towards them. One of them reaches for a pair of running shoes, and starts to don them. The second then notes that even with running shoes, they cannot hope to outrun a bear, to which the first notes that most likely the bear will be satiated after catching the slower of them. We seek problems in which we don't need to be faster than the bear, just faster than the others fleeing the bear.

Also available in print.

Title from PDF title page (viewed on September 17, 2015).

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