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- Hongfeng Wu, Rongquan Feng
- Wuhan University Journal of Natural Sciences
- 2010

In this paper, we present the generalized Huff curves that contain Huff’s model as a special case. First, it is proved that every elliptic curve with three points of order 2 is isomorphic to a generalized Huff curve. Then, the fast and explicit formulae are derived for generalized Huff curves in projective coordinates. This paper also enumerates the number… (More)

- Reza Rezaeian Farashahi, Hongfeng Wu, Changan Zhao
- Selected Areas in Cryptography
- 2012

This paper presents new explicit formulae for the point doubling, tripling and addition for ordinary Weierstraß elliptic curves with a point of order 3 and their equivalent Hessian curves over finite fields of characteristic three. The cost of basic point operations is lower than that of all previously proposed ones. The new doubling, mixed addition and… (More)

- Hongfeng Wu, Chunming Tang, Rongquan Feng
- IACR Cryptology ePrint Archive
- 2010

This paper presents a new model of ordinary elliptic curves with fast arithmetic over field of characteristic two. In addition, we propose two isomorphism maps between new curves and Weierstrass curves. This paper proposes new explicit addition law for new binary curves and prove the addition law corresponds to the usual addition law on Weierstrass curves.… (More)

- Rongquan Feng, Menglong Nie, Hongfeng Wu
- Theor. Comput. Sci.
- 2009

In this paper, the twisted Jacobi intersections which contains Jacobi intersections as a special case is introduced. We show that every elliptic curve over the prime field with three points of order 2 is isomorphic to a twisted Jacobi intersections curve. Some fast explicit formulae for twisted Jacobi intersections curves in projective coordinates are… (More)

- Reza Rezaeian Farashahi, Dustin Moody, Hongfeng Wu
- Finite Fields and Their Applications
- 2011

Edwards curves are an alternate model for elliptic curves, which have attracted notice in cryptography. We give exact formulas for the number of Fq-isomorphism classes of Edwards curves and twisted Edwards curves. This answers a question recently asked by R. Farashahi and I. Shparlinski.

- Rongquan Feng, Hongfeng Wu
- IACR Cryptology ePrint Archive
- 2009

It is proved in this paper that for any point on an elliptic curve, the mean value of x-coordinates of its n-division points is the same as its x-coordinate.

- Hongfeng Wu, Changan Zhao
- IACR Cryptology ePrint Archive
- 2011

This paper proposes new explicit formulae for the point doubling, tripling and addition on ordinary Weierstrass elliptic curves with a point of order 3 over finite fields of characteristic three. The cost of basic point operations is lower than that of all previously proposed ones. The new doubling, mixed addition and tripling formulae in projective… (More)

- Rongquan Feng, Hongfeng Wu
- TAMC
- 2007

- Dacheng Wang, Hongfeng Wu, Xiaodong Yang, Wei Guo, Weihong Cui
- CCTA
- 2011

we designed and implemented an integration framework of enterprise business information and multi-source heterogeneous geospatial information based on composition of semantic geospatial Web service. It can integrate business information and geospatial information seamlessly and effectively in enterprise workflow. An example of tobacco planting spatial… (More)

- Reza Rezaeian Farashahi, Hongfeng Wu, Changan Zhao
- IACR Cryptology ePrint Archive
- 2012