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- 環Zn上圓錐曲線的盲簽名在電子現金中的應用Applications of conic curves blind signature over Zn in E-cash
- 環Zn上廣義圓錐曲線和公鑰密碼體系The generalized conic curves over Zn and Public-Key cryptosystem
- 環Zn上圓錐曲線Conic curve over Z.
- 網路中基於環Zn上橢圓曲線和RSA的密鑰管理Key management based on elliptic curves over the ring Zn and RSA in ad hoc networks
- 環Zn上的圓錐曲線conic curve over Z.
- 引入了環Zn上廣義圓錐曲線Rn(a,b,c),並在Rn(a,b,c)上定義了加法運算,這裡n=pq,p、q是不同的奇素數,證明了Zn上的廣義圓錐曲線在加法運算下構成一個有限交換群.In this paper,the authors introduce a class of generalized conic curve(GCC) over the residue class ring Zn with an addition operation on the points of GCCs,where n is a product of two large distinct primes. They show that GCC under the defined addition forms a finite Abelian group(GCCG).
- Zn上的橢圓曲線elliptic curves over Zn
- 環Znresidue class ring Zn
- 二面體群Dn與Zn上的一類全向置換The Dihedral Group Dn and a kind of Omni-Direction Permutations on Zn
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