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Numerical Algorithms for Personalized Search in Self-organizing Information Networks - Sep Kamvar

Numerical Algorithms for Personalized Search in Self-organizing Information Networks

Hardcover

Published: 27th September 2010
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This book lays out the theoretical groundwork for personalized search and reputation management, both on the Web and in peer-to-peer and social networks. Representing much of the foundational research in this field, the book develops scalable algorithms that exploit the graphlike properties underlying personalized search and reputation management, and delves into realistic scenarios regarding Web-scale data.

Sep Kamvar focuses on eigenvector-based techniques in Web search, introducing a personalized variant of Google's PageRank algorithm, and he outlines algorithms--such as the now-famous quadratic extrapolation technique--that speed up computation, making personalized PageRank feasible. Kamvar suggests that Power Method-related techniques ultimately should be the basis for improving the PageRank algorithm, and he presents algorithms that exploit the convergence behavior of individual components of the PageRank vector. Kamvar then extends the ideas of reputation management and personalized search to distributed networks like peer-to-peer and social networks. He highlights locality and computational considerations related to the structure of the network, and considers such unique issues as malicious peers. He describes the EigenTrust algorithm and applies various PageRank concepts to P2P settings. Discussion chapters summarizing results conclude the book's two main sections.

Clear and thorough, this book provides an authoritative look at central innovations in search for all of those interested in the subject.

"The writing style is extremely clear, and the book is accessible to readers both within and outside of the field."--Chen Greif, University of British Columbia
"The clarity of presentation makes this book accessible to a broad audience. The scholarship is thorough and sound, and the experimental results are presented in a precise and detailed fashion."--Taher Haveliwala, QForge Labs
"Kamvar helped establish a foundation for P2P search and this book provides an authoritative record and source for his excellent work in this area."--Andrew Tomkins, Google

Tables ix Figures xi Acknowledgments xv Chapter 1: Introduction 1 1.1 World Wide Web 1 1.2 P2P Networks 2 1.3 Contributions 2 PART I: WORLD WIDE WEB 5 Chapter 2: PageRank 7 2.1 PageRank Basics 7 2.2 Notation and Mathematical Preliminaries 9 2.3 Power Method 10 2.3.1 Formulation 10 2.3.2 Operation Count 12 2.3.3 Convergence 12 2.4 Experimental Setup 13 2.5 Related Work 13 2.5.1 Fast Eigenvector Computation 13 2.5.2 PageRank 14 Chapter 3: The Second Eigenvalue of the Google Matrix 15 3.1 Introduction 15 3.2 Theorems 15 3.3 Proof of Theorem 1 15 3.4 Proof of Theorem 2 17 3.5 Implications 18 3.6 Theorems Used 19 Chapter 4: The Condition Number of the PageRank Problem 20 4.1 Theorem 6 20 4.2 Proof of Theorem 6 20 4.3 Implications 21 Chapter 5: Extrapolation Algorithms 23 5.1 Introduction 23 5.2 Aitken Extrapolation 23 5.2.1 Formulation 23 5.2.2 Operation Count 25 5.2.3 Experimental Results 26 5.2.4 Discussion 26 5.3 Quadratic Extrapolation 27 5.3.1 Formulation 27 5.3.2 Operation Count 30 5.3.3 Experimental Results 30 5.3.4 Discussion 34 5.4 Power Extrapolation 35 5.4.1 Simple Power Extrapolation 35 5.4.2 A2 Extrapolation 35 5.4.3 Ad Extrapolation 37 5.5 Measures of Convergence 40 Chapter 6: Adaptive PageRank 42 6.1 Introduction 42 6.2 Distribution of Convergence Rates 42 6.3 Adaptive PageRank Algorithm 44 6.3.1 Algorithm Intuition 45 6.3.2 Filter-based Adaptive PageRank 46 6.4 Experimental Results 48 6.5 Extensions 48 6.5.1 Further Reducing Redundant Computation 48 6.5.2 Using the Matrix Ordering from the Previous Computation 50 6.6 Discussion 50 Chapter 7: BlockRank 51 7.1 Block Structure of the Web 51 7.1.1 Block Sizes 54 7.1.2 The GeoCities Effect 55 7.2 BlockRank Algorithm 55 7.2.1 Overview of BlockRank Algorithm 56 7.2.2 Computing Local PageRanks 57 7.2.3 Estimating the Relative Importance of Each Block 60 7.2.4 Approximating Global PageRank Using Local PageRank and BlockRank 61 7.2.5 Using This Estimate as a Start Vector 62 7.3 Advantages of BlockRank 63 7.4 Experimental Results 64 7.5 Discussion 67 7.6 Personalized PageRank 67 7.6.1 Inducing Random Jump Probabilities over Pages 68 7.6.2 Using "Better" Local PageRanks 68 7.6.3 Experiments 69 7.6.4 Topic-Sensitive PageRank 70 7.6.5 Pure BlockRank 71 PART II: P2P NETWORKS 73 Chapter 8: Query-Cycle Simulator 75 8.1 Challenges in Empirical Evaluation of P2P Algorithms 75 8.2 The Query-Cycle Model 75 8.3 Basic Properties 76 8.3.1 Network Topology 76 8.3.2 Joining the Network 76 8.3.3 Query Propagation 76 8.4 Peer-Level Properties 77 8.5 Content Distribution Model 78 8.5.1 Data Volume 78 8.5.2 Content Type 78 8.6 Peer Behavior Model 80 8.6.1 Uptime and Session Duration 80 8.6.2 Query Activity 81 8.6.3 Queries 81 8.6.4 Query Responses 81 8.6.5 Downloads 82 8.7 Network Parameters 82 8.7.1 Topology 82 8.7.2 Bandwidth 82 8.8 Discussion 83 Chapter 9: EigenTrust 84 9.1 Design Considerations 84 9.2 Reputation Systems 85 9.3 EigenTrust 86 9.3.1 Normalizing Local Trust Values 86 9.3.2 Aggregating Local Trust Values 87 9.3.3 Probabilistic Interpretation 87 9.3.4 Basic EigenTrust 87 9.3.5 Practical Issues 88 9.3.6 Distributed EigenTrust 89 9.3.7 Algorithm Complexity 90 9.4 Secure EigenTrust 91 9.4.1 Algorithm Description 92 9.4.2 Discussion 93 9.5 Using Global Trust Values 94 9.6 Experiments 95 9.6.1 Load Distribution in a Trust-based Network 95 9.6.2 Threat Models 98 9.7 Related Work 106 9.8 Discussion 106 Chapter 10: Adaptive P2P Topologies 108 10.1 Introduction 108 10.2 Interaction Topologies 109 10.3 Adaptive P2P Topologies 109 10.3.1 Local Trust Scores 109 10.3.2 Protocol 110 10.3.3 Practical Issues 112 10.4 Empirical Results 115 10.4.1 Malicious Peers Move to Fringe 115 10.4.2 Freeriders Move to Fringe 118 10.4.3 Active Peers Are Rewarded 119 10.4.4 Efficient Topology 120 10.5 Threat Scenarios 126 10.5.1 Threat Model A 126 10.5.2 Threat Model B 128 10.5.3 Threat Model C 130 10.6 Related Work 131 10.7 Discussion 132 Chapter 11: Conclusion 133 Bibliography 135

ISBN: 9780691145037
ISBN-10: 0691145032
Audience: Professional
Format: Hardcover
Language: English
Number Of Pages: 160
Published: 27th September 2010
Publisher: Princeton University Press
Country of Publication: US
Dimensions (cm): 23.39 x 15.6  x 1.12
Weight (kg): 0.4