Upsampling an Image using Interpolation Techniques There are a number of techniques that can be used to upsample an image. In this assignment, you are expected to implement Interpolation methods (such as Lagrangian Interpolation, Divided Difference, etc.) for three different images and compare the results. Example Code Python: orgImage = cv2.imread("dene.png") w, h, d = orgImage.shape xResized = int(w * scale); yResized = int(h * scale); .... cv2.imwrite("resizedImage.png", resizedImage) Example Code Matlab: I = imread('pen.png'); figure; imshow(I); [w, h, d ]= size(I) R = I(:,:,1); G = I(:,:,2); B = I(:,:,3); %for cubic spline write findcoefficients method [ax,bx,cx,dx ] = findCoefficients(R); [ay,by,cy,dy ] = findCoefficients(G); [az,bz,cz,dz ] = findCoefficients(B); .... R_new = ax(i)*i_d.^3 + bx(i)*i_d.^2 + cx(i)*i_d + dx(i); G_new = ay(i)*i_d.^3 + by(i)*i_d.^2 + cy(i)*i_d + dy(i); B_new = az(i)*i_d.^3 + bz(i)*i_d.^2 + cz(i)*i_d + dz(i);

Systems Architecture
7th Edition
ISBN:9781305080195
Author:Stephen D. Burd
Publisher:Stephen D. Burd
Chapter7: Input/output Technology
Section: Chapter Questions
Problem 26VE
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Upsampling an Image using Interpolation Techniques
There are a number of techniques that can be used to upsample an image.
In this assignment, you are expected to implement Interpolation methods (such as Lagrangian Interpolation, Divided Difference, etc.) for three different images and compare the results.

Example Code Python:

orgImage = cv2.imread("dene.png")
w, h, d = orgImage.shape
xResized = int(w * scale);
yResized = int(h * scale);
....
cv2.imwrite("resizedImage.png", resizedImage)


Example Code Matlab:
I = imread('pen.png');
figure;
imshow(I);

[w, h, d ]= size(I)
R = I(:,:,1);
G = I(:,:,2);
B = I(:,:,3);

%for cubic spline write findcoefficients method
[ax,bx,cx,dx ] = findCoefficients(R);
[ay,by,cy,dy ] = findCoefficients(G);
[az,bz,cz,dz ] = findCoefficients(B);

....
R_new = ax(i)*i_d.^3 + bx(i)*i_d.^2 + cx(i)*i_d + dx(i);
G_new = ay(i)*i_d.^3 + by(i)*i_d.^2 + cy(i)*i_d + dy(i);
B_new = az(i)*i_d.^3 + bz(i)*i_d.^2 + cz(i)*i_d + dz(i);

 

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