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Committee Date Time Place Paper Title / Authors Abstract Paper #
ISEC, WBS, IT 2017-03-09
Tokyo TOKAI University Construction of (2,...,2) coverings over projective line from elliptic curves over prime degree extension fields of even characteristic.
Takuya Morishita (Chuo Univ.), Mahoro Shimura (Tokai Univ.), Jinhui Chao (Chuo Univ.) IT2016-112 ISEC2016-102 WBS2016-88
 [more] IT2016-112 ISEC2016-102 WBS2016-88
ISEC, IT, WBS 2015-03-02
Fukuoka The University of Kitakyushu Analysis on isomorphism classes of elliptic curves subjected to GHS attack over prime degree extensions of finite fields with odd characteristic
Takayuki Hosogaya (Chuo Univ.), Tsutomu Iijima (Koden), Mahoro Shimura (Tokai Univ.), Jinhui Chao (Chuo Univ.) IT2014-76 ISEC2014-89 WBS2014-68
The GHS attack is known to map the discrete logarithm problem (DLP) in the Jacobian of a curve $C_0$ defined over the $d... [more] IT2014-76 ISEC2014-89 WBS2014-68
ISEC, IT, WBS 2011-03-04
Osaka Osaka University Construction of non-hyperelliptic coverings for elliptic curves on extension fields
Hiroyuki Hara (Chuo Univ.), Tsutomu Iijima, Mahoro Shimura (Tokai Univ.), Jinhui Chao (Chuo Univ.) IT2010-92 ISEC2010-96 WBS2010-71
The GHS attack transfers the discrete logarithm problem(DLP) in the group of rational points of an elliptic curve over a... [more] IT2010-92 ISEC2010-96 WBS2010-71
ISEC, IPSJ-CSEC, SITE 2005-07-21
Iwate Iwate Prefectural University On Security of Superelliptic Curves and Cab Curves Based Cryptosystems against GHS Weil Descent Attack
Tsutomu Iijima, Mahoro Shimura, Jinhui Chao (Chuo Univ.), Shigeo Tsujii (IISEC)
 [more] ISEC2005-16 SITE2005-14
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