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I have implemented steganography encryption and decryption process, and I wondered if someone could decrypt the message in these conditions;
(a) without having the original image
(b) having the original image. The encryption starts from the first color code and the first pixel.
(c) having the original image.
However, the encryption starts from some initial color code (R, G, or B) for a given pixel location.
(d) having the original image.
However, the encryption starts from some initial color code (R, G, or B) for a given pixel location. Some number separates the bits in each message.
I guess no one can decrypt a message without knowing the actual image. So (a) the answer for (a) seems 'impossible'.
Part (b) seems possible but I guess part (c) and (d) is impossible without knowing the location of the pixel or the step size. Do you guys agree?
(a) without having the original image
(b) having the original image. The encryption starts from the first color code and the first pixel.
(c) having the original image.
However, the encryption starts from some initial color code (R, G, or B) for a given pixel location.
(d) having the original image.
However, the encryption starts from some initial color code (R, G, or B) for a given pixel location. Some number separates the bits in each message.
I guess no one can decrypt a message without knowing the actual image. So (a) the answer for (a) seems 'impossible'.
Part (b) seems possible but I guess part (c) and (d) is impossible without knowing the location of the pixel or the step size. Do you guys agree?