For Image Quality Parameters I need to find NPCR for 2 images after encryption whose original image have 1 pixel difference. The code is:
% For Grayscale Jpeg Images
C=Cipher Image
C2c=Cipher Image after 1 Pixel difference in Original Image.
siz=M*M;
NPCR=0;
SSS=0;
for i=1:M
for j=1:M
if (C2(i,j)==C2c(i,j))
SSS=SSS;
else
SSS=SSS+1;
end
end
end
SSS=SSS/siz;
NPCR=SSS*100;
I get NPCR value=0.0015. Is my code not OK or the method for Cipher image. I should get a value around 99.67%
Suggest any solutions or error

4 comentarios

Renjith V Ravi
Renjith V Ravi el 29 de Dic. de 2016
I think the NPCR equation is wrong in your code
majed samir
majed samir el 1 de En. de 2017
Editada: Walter Roberson el 1 de En. de 2017
SSS=SSS/siz;
error
true is
SSS=siz/(siz+1)
LOKESH
LOKESH el 6 de Jun. de 2018
This will always give 99.99% result..SSS=siz/(siz+1) will never need the loop..please check
Parveiz Lone
Parveiz Lone el 12 de Mayo de 2020
%% 3. NCPR score and p_value
npcr_score = sum( double( img_a(:) ~= img_b(:) ) ) / num_of_pix;
npcr_mu = ( largest_allowed_val ) / ( largest_allowed_val+ 1 );
npcr_var = ( ( largest_allowed_val) / ( largest_allowed_val+ 1 )^2 ) / num_of_pix;
npcr_pVal = normcdf(npcr_score, npcr_mu, sqrt( npcr_var ) );
npcr_dist = [ npcr_mu, npcr_var ];

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 Respuesta aceptada

Walter Roberson
Walter Roberson el 25 de Abr. de 2012

0 votos

The best encryption schemes would show no correlation between the encrypted versions of two original images that were nearly the same but not identical.

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el 25 de Abr. de 2012

Comentada:

el 12 de Mayo de 2020

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