Algorithms and Models for the Web Graph - Info and Reading Options
17th International Workshop, WAW 2020, Warsaw, Poland, September 21–22, 2020, Proceedings
By Konstantin Avrachenkov, Paweł Prałat and Nan Ye

"Algorithms and Models for the Web Graph" is published by Springer in May 14, 2020 - Cham and it has 183 pages.
“Algorithms and Models for the Web Graph” Metadata:
- Title: ➤ Algorithms and Models for the Web Graph
- Authors: Konstantin AvrachenkovPaweł PrałatNan Ye
- Number of Pages: 183
- Publisher: Springer
- Publish Date: May 14, 2020
- Publish Location: Cham
Edition Specifications:
- Format: paperback
Edition Identifiers:
- The Open Library ID: OL28223491M - OL20837270W
- ISBN-13: 9783030484774 - 9783030484781
- ISBN-10: 3030484777
- All ISBNs: 3030484777 - 9783030484774 - 9783030484781
AI-generated Review of “Algorithms and Models for the Web Graph”:
"Algorithms and Models for the Web Graph" Description:
Open Data:
Intro -- Preface -- Organization -- Contents -- Hypergraph Analytics of Domain Name System Relationships -- 1 Introduction -- 2 Hypergraph Analytics -- 3 Hypergraph Representations of DNS Data -- 4 Chapel Hypergraph Library (CHGL) -- 5 Computational Results -- 6 Analytical Results -- 7 Conclusions and Future Work -- References -- Global Graph Curvature -- 1 Introduction -- 2 Background and Related Work -- 3 Local Graph Curvatures -- 4 Global Graph Curvature -- 4.1 Definition -- 4.2 Approximations -- 5 Theoretical Analysis of Global Curvature -- 5.1 Star Sn -- 5.2 Tree Tb with Branching Factor b -- 5.3 Complete Graph Kn -- 5.4 Cycle Graph Cn -- 5.5 Complete Bipartite Graph Kl,m -- 6 Conclusion -- A Geometrical Properties of Spaces of Constant Curvature -- B Proof of Theorem1 -- C Proof of Theorem2 -- References -- Information Diffusion in Complex Networks: A Model Based on Hypergraphs and Its Analysis -- 1 Introduction -- 2 Background -- 2.1 Hypergraphs -- 2.2 Dynamic Social Influence Diffusion on Hypergraphs -- 2.3 Models for Random Hypergraphs -- 3 Related Work -- 4 Finding the Minimum Target Set on Hypergraphs -- 5 Experiments -- 5.1 Random Networks -- 5.2 Game-of-Thrones TV Series Network -- 6 Conclusions and Future Work -- References -- A Scalable Unsupervised Framework for Comparing Graph Embeddings -- 1 Introduction -- 2 General Framework -- 2.1 Intuition Behind the Algorithm -- 2.2 Algorithm -- 2.3 Illustration -- 3 Geometric Chung-Lu Model -- 4 Complexity-Scalable Algorithm -- 5 Future Directions -- References -- Assortativity and Bidegree Distributions on Bernoulli Random Graph Superpositions -- 1 Introduction -- 1.1 Notations -- 2 Assortativity and Bidegree Distributions -- 2.1 Empirical Quantities -- 2.2 Model Quantities -- 3 Random Graph Superposition Model -- 4 Main Results -- 4.1 Bidegree Distribution -- 4.2 Assortativity
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