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Hands-On Artificial Intelligence for Search
Hands-On Artificial Intelligence for Search

Hands-On Artificial Intelligence for Search: Building intelligent applications and perform enterprise searches

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Hands-On Artificial Intelligence for Search

Understanding the Breadth-First Search Algorithm

The breadth-first search (BFS) algorithm is a traversing algorithm where you start at a selected node (the source or starting node) and traverse the graph layer-wise, exploring the neighboring nodes (nodes that are directly connected to the source node). You then move towards the neighboring nodes in the next level.

In this chapter, you will learn about BFS while developing LinkedIn's connection feature. You will learn how second-degree connections can be computed by using the BFS algorithm.

In this chapter, we will cover the following topics:

  • Understanding the LinkedIn connection feature
  • Graph data structure
  • Queue data structure
  • The BFS algorithm
  • DFS versus BFS

Understanding the LinkedIn connection feature

As you know, LinkedIn is a social network, and users are connected to one another through first- or second-degree connections. In order to better understand this concept, use the following diagram as a reference:

Figure 1

Suppose that I want to find an acquaintance named Jill and connect with her. When I go to her profile, I find that she is a second-degree connection, which means that we have a mutual colleague. Let's look at how this degree is computed. To do so, we will create a connection tree:

  1. We start with the profile node, Dev, and add it to the connection tree:
Figure 2
  1. Now, I will find my colleagues and add them beneath my node. So, I add Ali and Tom beneath the Dev node:
Figure 3
  1. Now, for both Ali and Tom, I find their colleagues and add them beneath their nodes. So, under Ali, I add Dev, Seth, and Ram, and under...

Graph data structure

A graph is a non-linear data structure containing a set of points known as nodes (or vertices) and a set of links known as edges, as illustrated in the following diagram:

Figure 7

An edge that connects to the same node is called a cycle. As shown in the preceding diagram, nodes a and b are connected by two paths; one is through edge a-b, and the other is through edges a-d and d-b. A tree is a special type of graph, in which there are no cycles, and two nodes are connected by one path.

In Python, we can use a dictionary structure to represent a graph. A dictionary is a data structure where many keys are mapped to values. For a dictionary that represents a graph, the keys are the nodes, and the values of those nodes are the nodes that they are connected to:

Figure 8

In the preceding diagram, we can see that the following applies:

  • For key a, the values are...

Queue data structure

A queue is a sequence of people or objects waiting to be attended to. Some examples include a queue of people waiting at a counter, a queue of swimmers that are ready to dive in to a pool, and a queue of songs in a playlist:

Figure 10

Just like in a stack, there are two types of operations—one for inserting items into a queue, and one for removing items from a queue. When a person joins a queue, he or she must stand behind the last person. The operation of adding an item to a queue is called enqueue. The first person to be attended to in a queue is the person standing in the front. The operation to remove an item from a queue is called dequeue. Queue operations can be seen in the following diagram:

Figure 11

Since the first object inserted is the first one to be removed, this data structure is called first in first out (FIFO). In Python, we can use...

The BFS algorithm

In this section, we'll look at the flow of the BFS algorithm, how a queue is used, and how graph data affects the algorithm. The flow of the BFS algorithm is similar to that of DFS, but instead of using a stack data structure, a queue data structure is used.

A flowchart of the BFS algorithm can be illustrated as follows:

Figure 13
  1. We initially create a root node with an initial state, and add it to a queue and tree.
  2. A node is dequeued from the queue, and we check whether it has the goal state. If it does, we end our search. If it doesn't, we find the child nodes of the dequeued node and add them to the queue entry.
  3. This process is repeated until we either find the goal state or have exhausted all of the nodes in our search tree.
  4. Since our connection data is in a graph structure, we have to check whether each node has been visited before.
  5. So, we add...

BFS versus DFS

In this section, we'll look at the differences between the DFS and BFS algorithms. We will compare these differences in terms of various factors.

Order of traversal

In DFS, preference is given to child nodes, which means that after node a and node b are explored, and after node b and node c are explored, we hit a dead end and we backtrack to the previous level. This means that we go back to node b, and then to its next child, which is node c.

In BFS, the nodes are covered level by level, and preference is given to siblings. This means that after node a, nodes b and e are explored, and after that, nodes c, d, and f are explored, as indicated by the following diagram:

Figure 16
...

Do it yourself

In the previous section, we discussed the differences between the DFS and BFS algorithms. In this section, we'll look at an application that you can try to develop yourself. We'll go over the application that you'll try to develop, and the changes that are required for the application.

Your aim will be to develop a university navigation application, as shown in the following diagram:

Figure 20

Suppose that this is the layout of the university, and people can travel along horizontal or vertical lines. In this application, the user has to enter the source and destination places. For this specific case, we'll assume that a new student wants to find his way from the Bus Stop to the AI Lab.

You can refer to the classes that we developed for the LinkedIn connection feature, as follows:

Figure 21

To adapt that code for this application, we need to...

Summary

In this chapter, to help you understand the BFS algorithm, we revisited the concepts of state and node. You learned about the graph and queue data structures, and we discussed the differences between the DFS and BFS algorithms.

In the next chapter, you'll be learning about the heuristic search algorithm. Instead of giving preference to child or sibling nodes, this method gives preference to the nodes that are closest to the goal state; the term heuristic refers to the measure of how close the nodes are to the goal state.

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Key benefits

  • Enter the world of Artificial Intelligence with solid concepts and real-world use cases
  • Make your applications intelligent using AI in your day-to-day apps and become a smart developer
  • Design and implement artificial intelligence in searches

Description

With the emergence of big data and modern technologies, AI has acquired a lot of relevance in many domains. The increase in demand for automation has generated many applications for AI in fields such as robotics, predictive analytics, finance, and more. In this book, you will understand what artificial intelligence is. It explains in detail basic search methods: Depth-First Search (DFS), Breadth-First Search (BFS), and A* Search, which can be used to make intelligent decisions when the initial state, end state, and possible actions are known. Random solutions or greedy solutions can be found for such problems. But these are not optimal in either space or time and efficient approaches in time and space will be explored. We will also understand how to formulate a problem, which involves looking at it and identifying its initial state, goal state, and the actions that are possible in each state. We also need to understand the data structures involved while implementing these search algorithms as they form the basis of search exploration. Finally, we will look into what a heuristic is as this decides the quality of one sub-solution over another and helps you decide which step to take.

Who is this book for?

This book is for developers who are keen to get started with Artificial Intelligence and develop practical AI-based applications. Those developers who want to upgrade their normal applications to smart and intelligent versions will find this book useful. A basic knowledge and understanding of Python are assumed.

What you will learn

  • Understand the instances where searches can be used
  • Understand the algorithms that can be used to make decisions more intelligent
  • Formulate a problem by specifying its initial state, goal state, and actions
  • Translate the concepts of the selected search algorithm into code
  • Compare how basic search algorithms will perform for the application
  • Implement algorithmic programming using code examples
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Table of Contents

4 Chapters
Understanding the Depth-First Search Algorithm Chevron down icon Chevron up icon
Understanding the Breadth-First Search Algorithm Chevron down icon Chevron up icon
Understanding the Heuristic Search Algorithm Chevron down icon Chevron up icon
Other Books You May Enjoy Chevron down icon Chevron up icon

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