Book Image

Hadoop Beginner's Guide

Book Image

Hadoop Beginner's Guide

Overview of this book

Data is arriving faster than you can process it and the overall volumes keep growing at a rate that keeps you awake at night. Hadoop can help you tame the data beast. Effective use of Hadoop however requires a mixture of programming, design, and system administration skills."Hadoop Beginner's Guide" removes the mystery from Hadoop, presenting Hadoop and related technologies with a focus on building working systems and getting the job done, using cloud services to do so when it makes sense. From basic concepts and initial setup through developing applications and keeping the system running as the data grows, the book gives the understanding needed to effectively use Hadoop to solve real world problems.Starting with the basics of installing and configuring Hadoop, the book explains how to develop applications, maintain the system, and how to use additional products to integrate with other systems.While learning different ways to develop applications to run on Hadoop the book also covers tools such as Hive, Sqoop, and Flume that show how Hadoop can be integrated with relational databases and log collection.In addition to examples on Hadoop clusters on Ubuntu uses of cloud services such as Amazon, EC2 and Elastic MapReduce are covered.
Table of Contents (19 chapters)
Hadoop Beginner's Guide
Credits
About the Author
About the Reviewers
www.PacktPub.com
Preface
Index

Graph algorithms


Any good computer scientist will tell you that the graph data structure is one of the most powerful tools around. Many complex systems are best represented by graphs and a body of knowledge going back at least decades (centuries if you get more mathematical about it) provides very powerful algorithms to solve a vast variety of graph problems. But by their very nature, graphs and their algorithms are often very difficult to imagine in a MapReduce paradigm.

Graph 101

Let's take a step back and define some terminology. A graph is a structure comprising of nodes (also called vertices) that are connected by links called edges . Depending on the type of graph, the edges may be bidirectional or unidirectional and may have weights associated with them. For example, a city road network can be seen as a graph where the roads are the edges, and intersections and points of interest are nodes. Some streets are one-way and some are not, some have tolls, some are closed at certain times...