Steve on Image Processing

Don’t Photoshop it…MATLAB it! Image Effects with MATLAB (Part 4) 2

Posted by Steve Eddins,

I'd like to welcome back guest blogger Brett Shoelson for the continuation of his series of posts on implementing image special effects in MATLAB. Brett, a contributor for the File Exchange Pick of the Week blog, has been doing image processing with MATLAB for almost 20 years now.

[Part 1] [Part 2] [Part 3] [Part 4]

Contents

Out Standing in the Field

In the three previous entries in this guest series (part 1, part 2, part 3) I've worked my way through some approaches to creating special image effects with MATLAB. I started easy, and increased the difficulty level as I progressed. In this fourth post, I'm going to create the zebra image above. You might guess that doing so will entail segmenting the zebra--certainly the most difficult part of this problem.

I previously wrote that I can usually get a good segmentation mask working in on or more grayscale representations of a color image. While I stand by that statement, I will also say that sometimes color does provide good information with which to create a segmentation mask. In fact, I'm going to use color to segment the zebra in this image, and then use the manual masking approach (using the imfreehand- mediated approach I used in the previous post) to fine-tune the mask.

Segmenting by Color

There are several approaches to segmenting using color information. If I wanted to create a mask of a single user-selected color, for instance, I could use impixelregion to explore colors in a region, or I could invoke impixel to click-select color samples.

%Note that the |im2double| conversion conveniently scales the intensities to [0,1]
URL = 'http://blogs.mathworks.com/pick/files/ZebraInField.jpg';
img = im2double(imread(URL));
figure, imshow(img);
impixelregion

impixelregion provides a convenient tool for exploring the RGB (or grayscale) values underneath a small rectangle; as you drag that rectangle over your image, the intensity values are updated and displayed in a separate figure. In this image, for instance, we might recognize that the grass has an RGB intensity of roughly [0.75 0.65 0.5]. By specifying a "tolerance" of 0.05 (i.e., 5 percent of the color range) we can readily create a mask of "not-zebra" by selecting all pixels that have those approximate red, green, and blue values:

targetColor = [0.75 0.65 0.5];
tolerance = 0.05;
mask =...
  img(:,:,1) >= targetColor(1) - tolerance & ...
  img(:,:,1) <= targetColor(1) + tolerance & ...
  img(:,:,2) >= targetColor(2) - tolerance & ...
  img(:,:,2) <= targetColor(2) + tolerance & ...
  img(:,:,3) >= targetColor(3) - tolerance & ...
  img(:,:,3) <= targetColor(3) + tolerance;
figure,imshow(mask);title('Not Zebra?')

Recognize here that each of those constraints on the binary variable "mask" is simply an additional logical AND that I'm applying. I could easily provide different tolerances for ranges above and below each of R, G, and B. (A GUI with sliders might facilitate that interaction!) I could also create additional masks in a similar manner and combine them, using the logical OR operation, until I achieved the desired segmentation.

Instead of going down that path, though, I'd like to demonstrate another useful approach to color segmentation. In this approach, rather than manually selecting colors on which to base the segmentation mask, I'm going to let MATLAB do the work. The function rgb2ind quantizes an image into a user-specified number of colors. Each of those "quantum levels" can be used to create a unique mask of the image. For instance, here I quantize the zebra into 16 colors and display the binary mask that each index represents:

nColors = 16;
X = rgb2ind(img,16);
% (X ranges from 0 to nColors-1)
for ii = 0:nColors-1
    subplot(4,4,ii+1)
    imshow(ismember(X,ii));
    title(sprintf('X = %d',ii));
end

Now at a glance I can construct a segmentation mask of the zebra, selecting only the indices that have a significant component within the area of interest:

mask = ismember(X,[0,2,4,5,7,10:12,14,15]);
figure,imshow(mask)

Clearly, there's a tradeoff between including more indices to "solidify" the zebra mask, and increasing the amount of background "noise" included in the segmentation. I like this as a starting point, so I'm going to use this and start refining:

mask = bwareaopen(mask,100); %Remove small blobs
mask = imfill(mask,'holes'); %Morphologically fill holes
figure,imshow(mask)

Normally, I would use imclearborder to remove the large white region at the top of the image, and then, using regionprops, determine the areas of each connected blob. The documentation for regionprops shows how one could easily use that information to eliminate all but the largest object in the resulting image. (That would presumably leave only the zebra.) But in this case, that would also eliminate all the small isolated regions around the zebra's legs, and I would like to keep those. So instead, I'm going to quickly encircle the zebra using imfreehand, and use the resulting mask to eliminate all peripheral blobs.

manualMask = imfreehand;

posns = getPosition(manualMask);
[m,n,~] = size(mask);
includeMask = poly2mask(posns(:,1),posns(:,2),m,n);
mask = mask & includeMask;
mask = imdilate(mask,strel('disk',2)); %Slight tweak here
imshow(mask);

Now to Use the Segmented Zebra

Yes! I like that mask, and can do a lot with it. Conveniently, the function roifilt2 allows me to operate on only a masked portion of an image. That function, though, only works on 2-D images--not on RGB images. However, when it makes sense to do so, I can modify the red, green, and blue planes indendently, and reconstruct the RGB image using cat. For instance:

processImage{1} = @(x) imadjust(x,[0.05; 0.16],[1.00; 0.11], 1.20); %Red plane
processImage{2} = @(x) imadjust(x,[0.10; 0.83],[0.00; 1.00], 1.00); %Green plane
processImage{3} = @(x) imadjust(x,[0.00; 0.22],[1.00; 0.00], 1.10); %Blue plane
r = roifilt2(img(:,:,1),mask,processImage{1});
g = roifilt2(img(:,:,2),mask,processImage{2});
b = roifilt2(img(:,:,3),mask,processImage{3});
enhancedImg = cat(3,r,g,b);
figure,imshow(enhancedImg)

Creating the "normal" zebra in the pastel field is a bit trickier, since I can't do a decorrelation stretch plane-by-plane. So instead, I'm going to create the "pastel effect" using decorrstretch, and then reset the values underneath the masked zebra back to their original values.

imgEnhanced = decorrstretch(img); %Operating on the original image
% Now reset the red plane to the masked value of the original image
r = imgEnhanced(:,:,1); % Get the enhanced red plane
tmp = img(:,:,1); % Get the original red plane
%Replace the enhanced red under the mask with the original red:
r(mask) = tmp(mask);
% Same for green
g = imgEnhanced(:,:,2);
tmp = img(:,:,2);
g(mask) = tmp(mask);
% And blue
b = imgEnhanced(:,:,3);
tmp = img(:,:,3);
b(mask) = tmp(mask);
% Now reconstruct the enhanced image
imgEnhanced = cat(3,r,g,b);
% And tweak it with imadjust to intensify colors
imgEnhanced = imadjust(imgEnhanced,[0.1; 0.8],[0.00; 1.00], 1.00);
%figure, imshow(imgEnhanced); title('Voila!')
%(This reproduces the zebra at the top of this post!)

Thanks, a Note on Image Segmentation, and a Challenge

If you are a regular reader of "Steve on Image Processing," then you'll know that I've commandeered Steve's blog for the past several weeks to present my vision of using MATLAB to create special image effects. I'd like to thank Steve for hosting this guest series; I always enjoy reading Steve's blog, and I'm very pleased to contribute to it.

In the course of this guest series, I shared my GUIs for adjusting image intensities and for trying out different morphological operations and structuring elements. I previously mentioned that segmentation is often the most difficult part of an image processing problem. So, in the spirit of the coming holidays, here's one more GUI that I'd like to share with you: SegmentTool provides an interactive environment for segmenting images. It currently includes tabs for edge detection, thresholding, Hough transforms, using regional and extended minima and maxima, and color-based segmentation. Take it for a test drive and let me know what you think, or what else you'd like to see incorporated.

This post concludes this guest series, but doesn't nearly exhaust the creative ways in which one can manipulate images using MATLAB and the Image Processing Toolbox. So I'd like to close with a challenge:

  • What Effects Can You Create with MATLAB? * Share your own cool image effects with us! Show us how, using only MATLAB (and MathWorks Toolboxes, of course) you can create cool image effects. I will catalog, and share on the MATLAB Central File Exchange, useful or fun approaches to creating special effects with images.

Note that it's not just the altered images that I want; please include the code (or at least, pseudo-code, with detail sufficient to allow other users to reproduce the effect). I'll gladly send some swag to anyone who shares an effect that gets included in the special effects gallery. Send your code to me at brett.shoelson@mathworks.com.

Happy MATLABbing!

All images copyright Brett Shoelson; used with permission.


Get the MATLAB code

Published with MATLAB® R2012b

2 CommentsOldest to Newest

What mean

processImage{1} = @(x) imadjust(x,[0.05; 0.16],[1.00; 0.11], 1.20); %Red plane
processImage{2} = @(x) imadjust(x,[0.10; 0.83],[0.00; 1.00], 1.00); %Green plane
processImage{3} = @(x) imadjust(x,[0.00; 0.22],[1.00; 0.00], 1.10); %Blue plane

Febry,
Those are function handles that call allow me to call |imadjust| with different inputs. In this case, they are stored, for convenience, in individual cells of cell array processImage. So, for instance:

processImage{1} = …
@(x) imadjust(x,[0.05; 0.16],[1.00; 0.11], 1.20); %Red plane
peppers = imread(‘peppers.png’);
rPep = peppers(:,:,1);
newRed = processImage{1}(rPep);
newPeppers = cat(3,newRed,peppers(:,:,2:3));
figure,imshow(newPeppers)

Function handles are often quite convenient notations. And they are generated for you if you use my ImadjustGUI.

Cheers,
Brett

These postings are the author's and don't necessarily represent the opinions of MathWorks.