Title :
(n, k, p)-Gray code for image systems
Author :
Yicong Zhou ; Panetta, Karen ; Agaian, Sos ; Chen, C.L.P.
Author_Institution :
Dept. of Comput. & Inf. Sci., Univ. of Macau, Macau, China
Abstract :
This paper introduces a new parametric n-ary Gray code, the (n, k, p)-Gray code, which includes several commonly used codes such as the binary-reflected, ternary, and (n, k)-Gray codes. The new (n, k, p)-Gray code has potential applications in digital communications and signal/image processing systems. This paper focuses on three illustrative applications of the (n, k, p)-Gray code, namely, image bit-plane decomposition, image denoising, and encryption. The computer simulations demonstrate that the (n, k, p)-Gray code shows better performance than other traditional Gray codes for these applications in image systems.
Keywords :
Gray codes; image coding; image denoising; (n, k, p)-gray code; computer simulations; digital communications; encryption; image bit-plane decomposition; image denoising; image processing systems; parametric n-ary gray code; signal processing systems; Encryption; Gray-scale; Image denoising; Noise; Noise reduction; Reflective binary codes; Transforms; $(n, k, p)$-Gray code; Bit-plane decomposition; image denoising; image encryption;
Journal_Title :
Cybernetics, IEEE Transactions on
DOI :
10.1109/TSMCB.2012.2210706