Book Image

Hands-On Graph Analytics with Neo4j

By : Estelle Scifo
Book Image

Hands-On Graph Analytics with Neo4j

By: Estelle Scifo

Overview of this book

Neo4j is a graph database that includes plugins to run complex graph algorithms. The book starts with an introduction to the basics of graph analytics, the Cypher query language, and graph architecture components, and helps you to understand why enterprises have started to adopt graph analytics within their organizations. You’ll find out how to implement Neo4j algorithms and techniques and explore various graph analytics methods to reveal complex relationships in your data. You’ll be able to implement graph analytics catering to different domains such as fraud detection, graph-based search, recommendation systems, social networking, and data management. You’ll also learn how to store data in graph databases and extract valuable insights from it. As you become well-versed with the techniques, you’ll discover graph machine learning in order to address simple to complex challenges using Neo4j. You will also understand how to use graph data in a machine learning model in order to make predictions based on your data. Finally, you’ll get to grips with structuring a web application for production using Neo4j. By the end of this book, you’ll not only be able to harness the power of graphs to handle a broad range of problem areas, but you’ll also have learned how to use Neo4j efficiently to identify complex relationships in your data.
Table of Contents (18 chapters)
1
Section 1: Graph Modeling with Neo4j
5
Section 2: Graph Algorithms
10
Section 3: Machine Learning on Graphs
14
Section 4: Neo4j for Production

Finding the shortest path with the A* algorithm and its heuristics

Developed in 1968 by P. Hart, N. Nilsson and B. Raphael, the A* algorithm (pronounced A-star) is an extension of Dijkstra's algorithm. It tries to optimize searches by guessing the traversal direction thanks to heuristics. Thanks to this approach, it is known to be faster than Dijkstra's algorithm, especially for large graphs.

Algorithm principles

In Dijkstra's algorithm, all possible paths are explored. This can be very time-consuming, especially on large graphs. The A* algorithm tries to overcome this problem, with the idea that it can guess which paths to follow and which path expansions are less likely to be the shortest ones. This is achieved by modifying the criterion for choosing the next start node at each iteration. Instead of using only the cost of the path from the start to the current node, the A* algorithm adds another component: the estimated cost of going from the current node to the end node...