PROJECT TITLE :

Robust Image Hashing With Ring Partition and Invariant Vector Distance

ABSTRACT:

Robustness and discrimination are 2 of the most necessary objectives in image hashing. We have a tendency to incorporate ring partition and invariant vector distance to image hashing algorithm for enhancing rotation robustness and discriminative capability. As ring partition is unrelated to image rotation, the statistical features that are extracted from image rings in perceptually uniform color house, i.e., CIE L*a*b* color area, are rotation invariant and stable. In explicit, the Euclidean distance between vectors of those perceptual options is invariant to commonly used digital operations to images (e.g., JPEG compression, gamma correction, and brightness/distinction adjustment), that helps in making image hash compact and discriminative. We have a tendency to conduct experiments to judge the potency with 250 color pictures, and demonstrate that the proposed hashing algorithm is sturdy at commonly used digital operations to images. In addition, with the receiver operating characteristics curve, we illustrate that our hashing is a lot of higher than the prevailing in style hashing algorithms at robustness and discrimination.


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