Learning Path: OpenCV: Image Processing with OpenCV 3
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Learning Path: OpenCV: Image Processing with OpenCV 3

Harness the power of OpenCV 3 to build computer vision applications
0.0 (0 ratings)
Instead of using a simple lifetime average, Udemy calculates a course's star rating by considering a number of different factors such as the number of ratings, the age of ratings, and the likelihood of fraudulent ratings.
6 students enrolled
Created by Packt Publishing
Last updated 8/2017
Current price: $10 Original price: $200 Discount: 95% off
5 hours left at this price!
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  • 4 hours on-demand video
  • 1 Supplemental Resource
  • Full lifetime access
  • Access on mobile and TV
  • Certificate of Completion
What Will I Learn?
  • Learn how to manipulate pixels
  • Learn to scan image with pointers and neighbor access
  • Find out how to compare colors using the strategy design pattern
  • Understand how to represent colors with hue, saturation, and brightness
  • Retrieve similar images using the histogram comparison
  • Learn to segment images into homogenous regions and extract meaningful objects
  • Exploit the image geometry in order to relay different views of a pictured scene
View Curriculum
  • Prior knowledge of OpenCV is required. Basic programming knowledge of C++ is required.

OpenCV is a library of programming functions mainly aimed at real-time computer vision. In simple language, it is one of the most powerful library used for image processing. If you wish to learn how to do image processing with OpenCV, then go for this Learning Path.

Packt’s Video Learning Path is a series of individual video products put together in a logical and stepwise manner such that each video builds on the skills learned in the video before it.

This Learning Path begins with setting up OpenCV library on your system. Then, you will learn how to read and display images. You will also be introduced to basic OpenCV data structures. You will learn how to manipulate pixels and how an image can be read. Also, you will explore different methods to scan an image in order to perform operation on each of its pixels. Next, you will learn how to process the colors of an image where you’ll be presented with various object-oriented design patterns that will help you build better computer vision applications. Also, you will discover how to count pixels with histograms and compute image histograms.

Moving ahead, you will learn different techniques for image enhancement and shape analysis.  You will be introduced to the concepts of mathematical morphology and image filtering. Finally, you will learn techniques to achieve camera calibration and perform multiple-view analysis.

By the end of this Learning Path, you will learn to build your own computer vision applications in no time!

About the Author:

For this course, we have combined the best works of this esteemed author:

Robert Laganiere is a professor at the School of Electrical Engineering and Computer Science of the University of Ottawa, Canada. He is also a faculty member of the VIVA research lab and is the co-author of several scientific publications and patents in content-based video analysis, visual surveillance, driver-assistance, object detection, and tracking. Robert authored the OpenCV2 Computer Vision Application Programming Cookbook in 2011 and co-authored Object Oriented Software Development, published by McGraw Hill in 2001. He co-founded Visual Cortek in 2006, an Ottawa-based video analytics startup that was later acquired by in 2009. He is also a consultant in computer vision and has assumed the role of Chief Scientist in a number of startups companies such as Cognivue Corp, iWatchlife, and Tempo Analytics.

Who is the target audience?
  • This Learning Path is for novice C++ programmers who want to learn how to use the OpenCV library to build computer vision applications. This Learning Path is also for professional software developers who wish to learn the concepts of computer vision programming.
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Curriculum For This Course
39 Lectures
OpenCV 3 - Getting started with Image processing
23 Lectures 02:37:10

This video gives an overview of the entire course.

Preview 03:02

This video will show you how to install the library on your machine.

Installing the OpenCV Library

OpenCV is about processing images, this task will show you how to perform the most fundamental operations needed in the development of imaging applications.

Loading, Displaying, and Saving Images

It is used to manipulate images and matrices in fact, an image is a matrix from a computational and mathematical point of view. Since you will be using this data structure extensively in your application development processes, it is imperative that you become familiar with it.

Exploring the cv::Mat Data Structure

Sometimes, a processing function needs to be applied only to a portion of an image. OpenCV incorporates an elegant and simple mechanism to define a sub region in an image and manipulate it as a regular image.

Defining Regions of Interest

In order to access each individual element of a matrix, you just need to specify its row and column numbers. The corresponding element, which can be a single numerical value or a vector of values in the case of a multi-channel image, will be returned.

Preview 05:48

In most image-processing tasks, you need to scan all pixels of the image in order to perform a computation. Considering the large number of pixels that will need to be visited, it is essential that you perform this task in an efficient way.

Scanning an Image with Pointers

Iterators are specialized classes that are built to go over each element of a collection, hiding how the iteration over each element is specifically done for a given collection. This application of the information-hiding principle makes scanning a collection easier and safer.

Scanning an Image with Iterators

When you write an image-processing function, efficiency is often a concern. When you design your function, you will frequently need to check the computational efficiency of your code in order to detect any bottleneck in your processing that might slow down your program.

Writing Efficient Image-Scanning Loops

In image processing, it is common to have a processing function that computes a value at each pixel location based on the value of the neighboring pixels. When this neighborhood includes pixels of the previous and next lines, you then need to simultaneously scan several lines of the image.

Scanning an Image with Neighbor Access

Images can be combined in different ways. Since they are regular matrices, they can be added, subtracted, multiplied, or divided. OpenCV offers various image arithmetic operators, and their use is shown in this video

Performing Simple Image Arithmetic

The pixel values are not changed by this process; it is rather the position of each pixel that is remapped to a new location. This is useful in order to create special effects on an image or to correct image distortions caused, for example, by a lens.

Remapping an Image

Let's say we want to build a simple algorithm that will identify all of the pixels in an image that have a given color. For this, the algorithm has to accept an image and a color as input and will return a binary image showing the pixels that have the specified color. The tolerance with which we want to accept a color will be another parameter to be specified before running the algorithm.

Comparing Colors Using the Strategy Design Pattern

Objects often have distinctive colors, and these ones can often be extracted by identifying areas of similar colors. OpenCV proposes an implementation of a popular algorithm for image segmentation: the GrabCut algorithm.

Segmenting an Image with the GrabCut Algorithm

Computing the distance between the colors using the RGB color space is not the best way to measure the similarity between two given colors. Indeed, RGB is not a perceptually uniform color space. This means that two colors at a given distance might look very similar, while two other colors separated by the same distance might look very different.

Converting Color Representations

A color space based on the concept of hue, saturation, and brightness has then been introduced to help users to specify the colors using properties that are more intuitive to them. In this video, we will explore the concepts of hue, saturation, and brightness as a means to describe colors.

Representing Colors with Hue, Saturation, and Brightness

A histogram is a simple table that gives you the number of pixels that have a given value in an image. The histogram of a gray-level image will, therefore, have 256 entries.

Computing an Image Histogram

We will learn how we can use a simple mapping function, represented by a look-up table, to modify the pixel values of an image. As we will see, look-up tables are often produced from histogram distributions.

Applying Look-Up Tables to Modify the Image's Appearance

One possible way to improve the quality of an image could therefore be to make equal use of all available pixel intensities. This is the idea behind the concept of histogram equalization that is making the image histogram as flat as possible.

Equalizing the Image Histogram

You will learn how the concept of histogram backprojection can be advantageously used to detect specific image content.

Backprojecting a Histogram to Detect Specific Image Content

We will learn about mean shift algorithm to find the exact object location.

Using the Mean Shift Algorithm to Find an Object

Content-based image retrieval is an important problem in computer vision. It consists of finding a set of images that present content that is similar to a given query image.

Retrieving Similar Images Using Histogram Comparison

Now, suppose you have to compute several such histograms over multiple regions of interest inside your image. All these computations could rapidly become very costly. In such a situation, there is a tool that can drastically improve the efficiency of counting pixels over image sub regions: the integral image.

Counting Pixels with Integral Images

Test your knowledge
5 questions
OpenCV 3 - Transforming and Filtering Images
16 Lectures 01:17:30

This video gives an overview of the entire course.

Preview 02:16

The ability to present the erosion and dilation of morphological operators.

Eroding and Dilating Images Using Morphological Filters

Define other operators to clean up an image before extracting its connected components.

Opening and Closing Images Using Morphological Filters

The ability to present two morphological operators that can lead to the detection of interesting image features.

Applying Morphological Operators on Gray-Level Images

Learn to use the topological map analogy in the description of the watershed algorithm.

Segmenting Images Using Watersheds

The ability to extract MSER.

Extracting Distinctive Regions Using MSER

Learn to present some basic low-pass filters.

Filtering Images Using Low-Pass Filters

The ability to reduce the size of an image.

Downsampling Images with Filters

Learn to use median filter to filter images.

Filtering Images Using a Median Filter

Perform the opposite transformation to amplify the high-frequency content of an image.

Applying Directional Filters to Detect Edges

The ability to compute the second-order derivatives to measure the curvature of the image function.

Computing the Laplacian of an Image

The ability to detect the unnecessarily thick edges and detect all important edges of an image.

Detecting Image Contours with the Canny Operator

Learn to detect lines in images and detect other simple image structures.

Detecting Lines in Images with the Hough Transform

Learn how to estimate the exact line that best fits a given set of points.

Fitting a Line to a Set of Points

The ability to extract the objects that are contained in this collection of 1s and 0s.

Extracting Connected Components

Learn to identify the object or to compare it with other image elements. It can be useful to perform some measurements on the component in order to extract some of its characteristics

Computing Components' Shape Descriptors

Test your knowlege
5 questions
About the Instructor
Packt Publishing
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