A grayscale image is represented as a matrix in MATLAB. Each matrix element represents a pixel in the image. An element value represents the intensity of the pixel at that location.
Create a cropped image matrix Icrop using inputs given in the following order:
For example, if your image was:
I = [1 2 3 4 5 6 7 8]
And you called crop_image with inputs
Icrop = crop_image(I, 2, 2, 1, 3)
The output Icrop should be
[6 7 8]
you should mention which is which in this matrix Icrop = crop_image(I, 2, 2, 1, 3)
Thank you Payam. I assume you meant specifying the order of the inputs explicitly. I have updated the description to make it clearer.
Good problem!
Can someone help me to solve this question? I did not learn image processing. So I tried to solve this question assuming that the pixels either have a value of 1 or 0. I am a beginner. This is my second day into coding. I would really love some help. This is my code:
[Ix,Iy]=size(I);
for n = 1:Ix %for Rmin
if I(n,:)==0
n = n + 1;
else n = n;
break
end
end
Rmin = n
for m = 1:Iy %for Cmin
if I(:,m)==0
m = m + 1;
else m = m;
break
end
end
Cmin = m
for o = Rmin:Ix %for Rmax
if I(o,Cmin) == 1
o = o+1;
elseif I(o,Cmin) == 0
o = o - 1;
break;
end
end
Rmax = o
for p = Cmin:Iy %for Cmax
if I(Rmin,p) == 1
p = p+1;
elseif I(Rmin,p) == 0
p = p - 1;
break;
end
end
Cmax = p
Rpix = Rmax - Rmin + 1
Cpix = Cmax - Cmin + 1
Hint please?
Hint 1: You need not know or use anything about the value of pixels in this image.
Hint 2: All you have to do is get a subset of a matrix in MATLAB (the matrix, in this case, represents an image).
The problem generates all the input values, so what is the reason I get a "Out of memory. The likely cause is an infinite recursion within the program." error when I simply input:
Icrop = crop_image(I, Rmin, Cmin, Rpix, Cpix)
I suggest to improve problem's statement.
how did you do it?
@Ryan Charlinski Think of it more like subsetting a matrix given these values and less like cropping an image. The indices for them start at Rmin and Cmin and go up to Rpix and Cpix. Although, careful for MATLAB indexing starting at 1!
Find the two most distant points
1690 Solvers
608 Solvers
middleAsColumn: Return all but first and last element as a column vector
391 Solvers
Calculate the area of a triangle between three points
428 Solvers
187 Solvers