Camera characterization gives “symetrical results”?
I downloaded the code from :
https://www.mathworks.com/matlabcentral/fileexchange/40640-computational-colour-science-using-matlab-2e?s_tid=srchtitle
I modified the code for my purposes. Please find all the attached elements to run the script at your end. What I don’t understand is how the final resulting image looks exactly like the starting image? I understand how the 3rd degree polynomial is calculated but there must be something I miss in applying the M3 matrix back to my original image?
Any help is appreciated.I downloaded the code from :
https://www.mathworks.com/matlabcentral/fileexchange/40640-computational-colour-science-using-matlab-2e?s_tid=srchtitle
I modified the code for my purposes. Please find all the attached elements to run the script at your end. What I don’t understand is how the final resulting image looks exactly like the starting image? I understand how the 3rd degree polynomial is calculated but there must be something I miss in applying the M3 matrix back to my original image?
Any help is appreciated. I downloaded the code from :
https://www.mathworks.com/matlabcentral/fileexchange/40640-computational-colour-science-using-matlab-2e?s_tid=srchtitle
I modified the code for my purposes. Please find all the attached elements to run the script at your end. What I don’t understand is how the final resulting image looks exactly like the starting image? I understand how the 3rd degree polynomial is calculated but there must be something I miss in applying the M3 matrix back to my original image?
Any help is appreciated. camera characterization, xyz to rgb, polynomial, color management MATLAB Answers — New Questions