Question

I want to compute the Color Layout Descriptor (CLD) for each image.. this algorithm include four stages . in the First stage I must Partition each image into 64 block i(8×8)n order to compute a single representative color from each block .. I try to partition the image into 64 block by using (For loop) but I get 64 ting image. I want to get image with (8×8) block in order to complete the algorithm by apply the DCT transformation then Zigzag scanning

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Solution

Here some pieces of code that I wrote for the exact same problem (8x8 blocks, DCT coefficients, etc) sometime ago...

img=imread('filename')
[img_x,img_y]=size(img);

block_size=8;
slide_len=1;

for ix=block_size/2:slide_len:img_x-block_size/2
    for jy=block_size/2:slide_len:img_y-block_size/2
        current_block=img((ix-block_size/2+1):(ix+block_size/2),(jy-block_size/2+1):(jy+block_size/2));
        dct_coeff=reshape(dct2(current_block),1,block_size^2);

        <insert any other code you want to run here>
    end
end

slide_len sets the offset between one block and the next. In this case it offsets by one pixel each time. however, if you want non-overlapping blocks, you should set it to 8. usually in this application, you use some overlaps.

OTHER TIPS

One way to partition your image into blocks and then run some processing on it is to use the built-in function BLOCKPROC (called blkproc in older versions of Matlab).

%# find block length in order to get 64 blocks
imageSize = size(img);
blockLen = round(imageSize(1:2)/8);

%# apply a function to each block
out = blocproc(img,blockLen,@myFunction)

myFunction is the function that you'd like to apply to each block. You can define it as a subfunction of your code, or a separate m-file, or an anonymous function. The output will be catenated in an 8x-by-8x array, where x is the size of the output of your function. myFunction should expect a single input argument, blockStruct, which is a structure with fields data containing the pixel values of the block, as well as fields border, blockSize, imageSize, and location.

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