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Extra info for Computational Intelligence and Security: International Conference, CIS 2005, Xi’an, China, December 15-19, 2005, Proceedings, Part II
In this paper, we propose an eﬃcient and secure ID-based optimistic fair signature exchange protocols based on bilinear pairings. The users in the signature exchange protocol use ID-based setting and need no digital certiﬁcates. Our new protocol provides an eﬃcient and secure solution for the problem of fair exchange of signatures in ID-based public key cryptosystem. References 1. : Identity-based cryptosystems and signature schemes. In: Advances in Cryptology - CRYPTO’84. Lecture Notes in Computer Science, Vol.
550 Multi-class SVMs Based on SOM Decoding Algorithm and Its Application in Pattern Recognition Xiaoyan Tao, Hongbing Ji . . . . . . . . . . . . . . . . . . . G. Srinivasa, S. R. Venugopal, Lalit M. Patnaik . . . 562 A Smoothing Support Vector Machine Based on Exact Penalty Function Zhiqing Meng, Gengui Zhou, Yihua Zhu, Lifang Peng . . . . . . . 568 Speech Acts Tagging System for Korean Using Support Vector Machines Songwook Lee, Jongmin Eun, Jungyun Seo . . . . .
Else kG = (1 + x)G. 9. Return((kG, q)). A Fast Inversion Algorithm and Low-Complexity Architecture over GF (2m ) 5 Table 1. Addition operations in Algorithm I (u1 , u0 ) (0, 1) (0, 1) (1, 1) (1, 1) (v1 , v0 ) (0, 1) (1, 1) (0, 1) (1, 1) Addition k = 0, 1, x, (1 + x) U =U+V R = R + kG + S U = U + V + xV R = R + kG + S + xS U = U + V + xV R = R + kG + S + xS U =U+V R = R + kG + S executes addition operations to make (u1 , u0 ) = (0, 0) at all times, where (u1 , u0 ) is the result of addition. Table 1 shows addition operations that the result (u1 , u0 ) of addition is made up (0, 0).
Computational Intelligence and Security: International Conference, CIS 2005, Xi’an, China, December 15-19, 2005, Proceedings, Part II by Sosun Kim, Nam Su Chang, Chang Han Kim, Young-Ho Park, Jongin Lim (auth.), Yue Hao, Jiming Liu, Yu-Ping Wang, Yiu-ming Cheung, Hujun Yin, Licheng Jiao, Jianfeng Ma, Yong-Chang Jiao (eds.)