Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
ISEC |
2023-05-17 16:25 |
Tokyo |
Kikai-Shinko-Kaikan Bldg. |
[Invited Talk]
Concrete Quantum Cryptanalysis of Binary Elliptic Curves via Addition Chain (from CT-RSA 2023) Ren Taguchi, Atsushi Takayasu (The Univ. of Tokyo) ISEC2023-13 |
(To be available after the conference date) [more] |
ISEC2023-13 p.66 |
ISEC, SITE, LOIS |
2022-11-18 15:20 |
Online |
Online |
On the difficulty of the 2nd MeDLP Masaaki Shirase (FUN) ISEC2022-37 SITE2022-41 LOIS2022-21 |
The Me scalar multiplication is defined for the Me operations on elliptic curves over finite fields, and Me version of t... [more] |
ISEC2022-37 SITE2022-41 LOIS2022-21 pp.39-46 |
HWS, ICD [detail] |
2021-10-19 16:15 |
Online |
Online |
Security evaluatuion of pairing-based cryptography against Special extended Number Field Sieve method Saito Kikuoka, Makoto Ikeda (Tokyo Univ.) HWS2021-52 ICD2021-26 |
Pairing-based cryptography is an extension of elliptic-curve-based cryptography for applications realizing functional cr... [more] |
HWS2021-52 ICD2021-26 pp.57-62 |
ICSS, IPSJ-SPT |
2018-03-07 13:00 |
Hokkaido |
Okinawa Hokubu Koyou Nouryoku Kaihatsu Sougou Center |
On the effectiveness of solving ECDLP using Characteristic set methods Tomoya Nishiguchi, Chen Mou, Kenta kodera, Atuko Miyaji (Osaka Univ.) ICSS2017-55 |
An elliptic curves cryptosystem is cryptography which guarantee safety in public key cryptosystem.When we use index calc... [more] |
ICSS2017-55 pp.25-30 |
IT |
2011-07-22 10:20 |
Okayama |
Okayama University |
Paring-Friendly Curve over Extension Field of Degree r where r is The Group Order Yuki Mori, Taichi Sumo, Yasuyuki Nogami (Okayama Univ.), Tomoko K. Matsushima (Polytechnic Univ.), Satoshi Uehara (Kitakyusyu City Univ.) IT2011-18 |
This paper considers the torsion group structure
when the extension degree of the definition field of
the non-supersin... [more] |
IT2011-18 pp.47-52 |
IT, ISEC, WBS |
2010-03-05 16:10 |
Nagano |
Nagano-Engineering Campus, Shinshu University |
A study on the probabilistic algorithm to solve the elliptic curve discrete logarithm problem Osamu Ashihara, Yoshitaka Sagara, Nobuhide Sakuragi, Tomoko K. Matsushima (Polytechnic Univ.) IT2009-129 ISEC2009-137 WBS2009-108 |
In this paper a probabilistic algorithm to solve the ECDLP is presented. This scheme uses the symmetry of the elliptic c... [more] |
IT2009-129 ISEC2009-137 WBS2009-108 pp.373-380 |
WBS, IT, ISEC |
2009-03-10 09:25 |
Hokkaido |
Hakodate Mirai Univ. |
Elliptic curves with a pre-determined embedding degree Shoujirou Hirasawa, Atsuko Miyaji (JAIST) IT2008-79 ISEC2008-137 WBS2008-92 |
A paring over an elliptic-curve E(F_{p^m}) to an extension field of F_{p^{mk}} has begun to be attractive to cryptosyste... [more] |
IT2008-79 ISEC2008-137 WBS2008-92 pp.223-229 |
ITE-MMS, ITE-CE, MRIS |
2009-01-15 15:50 |
Osaka |
|
Lens-shiftable projector using non-telecentric optical system Rena Murase, Kuniko Kojima, Akihiro Yamada, Hiroshi Kida, Hidehiko Hori, Tomohiro Sasagawa, Hiroaki Sugiura (Mitsubishi Electric Corp.) MR2008-55 |
We have developed a Lens-shiftable projector of DLPTM using a non-telecentric optical system that requires no prism. In ... [more] |
MR2008-55 pp.27-30 |
ISEC, LOIS |
2008-11-14 09:30 |
Aichi |
Nagoya Noh Theater |
Elliptic curves with a pre-determined embedding degree. Shoujirou Hirasawa, Atsuko Miyaji (Japan Advanced Instisute of Science and Technology) ISEC2008-82 OIS2008-58 |
Embedding degree k is one indicator to the difference between on the elliptic curve discrete logarithm problem (ECDLP) a... [more] |
ISEC2008-82 OIS2008-58 pp.63-66 |
PRMU |
2005-12-16 13:00 |
Niigata |
Niigata Univ. |
Adaptive Subspace Splitting Using Minimum-Description-Length-Principles for Efficient Boosting Duy-Dinh Le (Sokendai), Shin'ichi Satoh (NII) |
In RealBoost learning, selecting best weak classifiers is one of the most significant tasks. Generally, it is done accor... [more] |
PRMU2005-130 pp.13-18 |
ISEC |
2005-05-18 13:25 |
Tokyo |
Kikai-Shinko-Kaikan Bldg. |
Ring Signature Schemes with Innocence Assertion Revisited (Part 2)
-- Group Signatures Strengthening the Signers' Privacy -- Yuichi Komano (Toshiba), Kazuo Ohta (UEC), Atsushi Shimbo, Shinichi Kawamura (Toshiba) |
This paper reconsiders the ring signature scheme with innocence assertion [10] as a group signature scheme. The ring sig... [more] |
ISEC2005-2 pp.9-16 |