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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 39  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
ICSS, IPSJ-SPT 2024-03-22
11:45
Okinawa OIST
(Primary: On-site, Secondary: Online)
Fast and Secure Scalar Multiplication for the GLS254 Binary Elliptic Curve
Ryosuke Kido, Atsuko Miyaji (OU) ICSS2023-94
Elliptic curve cryptosystems (ECCs) are cryptographic schemes based on the discrete logarithm problem on an elliptic cur... [more] ICSS2023-94
pp.180-187
RCC, ISEC, IT, WBS 2024-03-14
11:00
Osaka Osaka Univ. (Suita Campus) [Invited Talk] Cryptographic Research Based on Algebraic Curve Computation
Katsuyuki Takashima (Waseda Univ.) IT2023-116 ISEC2023-115 WBS2023-104 RCC2023-98
We have a wide range of cryptographic primitives based on elliptic curves, i.e., widely deployed public key cryptosystem... [more] IT2023-116 ISEC2023-115 WBS2023-104 RCC2023-98
p.265
HWS 2023-04-15
09:40
Oita
(Primary: On-site, Secondary: Online)
Investigation of automated design technique of pairing engine
Momoko Fukuda, Makoto Ikeda (UT) HWS2023-10
We have realized a design automation platform of hardware accelerator for pairing operation over multiple elliptic curve... [more] HWS2023-10
pp.37-42
SIS 2023-03-02
14:10
Chiba Chiba Institute of Technology
(Primary: On-site, Secondary: Online)
Timeout ciphers based on ID-based cryptography
Shota Oriyama, Hiroyuki Tsuji, Tomoaki Kimura (KAIT) SIS2022-45
Encryption technology has become indispensable in the information society, and although encryption technology is used fo... [more] SIS2022-45
pp.27-32
HWS, VLD 2023-03-04
14:20
Okinawa
(Primary: On-site, Secondary: Online)
Side-channel Information Leakage Resistance Evaluation of Cryptographic Multi- chip Modules
Takumi Matsumaru, Kazuki Monta (Kobe Univ.), Takaaki Okidono (SCU), Takuzi Miki, Makoto Nagata (Kobe Univ.) VLD2022-122 HWS2022-93
Demand for multi-chip packaging technology is rising. This study focuses on two types of packaging technologies in parti... [more] VLD2022-122 HWS2022-93
pp.273-278
VLD, DC, RECONF, ICD, IPSJ-SLDM [detail] 2022-11-29
14:40
Kumamoto  
(Primary: On-site, Secondary: Online)
Evaluating system level security of cryptography module
Takumi Matsumaru, Kazuki Monta (Kobe Univ.), Takaaki Okidono (SCU), Takuji Miki, Makoto Nagata (Kobe Univ.) VLD2022-32 ICD2022-49 DC2022-48 RECONF2022-55
Packaging technology is a technique used to encapsulate semiconductor chips in a frame, and has been attracting attentio... [more] VLD2022-32 ICD2022-49 DC2022-48 RECONF2022-55
pp.78-81
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
HWS 2021-04-12
10:25
Tokyo Tokyo University/Online
(Primary: On-site, Secondary: Online)
Approximate Solution of Large-Scale Job Shop Scheduling Problem and Its Application to Hardware Cryptographic Design
Kento Ikeda, Makoto Ikeda (Tokyo Univ.) HWS2021-2
The optimal design of cryptographic data paths in hardware can be considered as a job-shop scheduling problem. This prob... [more] HWS2021-2
pp.7-12
SITE, ISEC, HWS, EMM, BioX, IPSJ-CSEC, IPSJ-SPT, ICSS [detail] 2020-07-21
16:35
Online Online Secure and Compact Elliptic Curve LR Scalar Multiplication
Yaoan Jin, Atsuko Miyaji (Osaka Univ) ISEC2020-31 SITE2020-28 BioX2020-34 HWS2020-24 ICSS2020-18 EMM2020-28
Elliptic curve cryptography (ECC) can ensure an equivalent security with much smaller key sizes. Elliptic curve scalar m... [more] ISEC2020-31 SITE2020-28 BioX2020-34 HWS2020-24 ICSS2020-18 EMM2020-28
pp.111-118
HWS, VLD [detail] 2020-03-06
13:50
Okinawa Okinawa Ken Seinen Kaikan
(Cancelled but technical report was issued)
Design Space Search for Faster Fp256 Elliptic Curve Cryptography
Kento Ikeda (Tokyo Univ.), Makoto Ikeda (d.lab) VLD2019-130 HWS2019-103
In this study, we created a scheduling of operations by changing parameters such as elliptic curves, their formulas, the... [more] VLD2019-130 HWS2019-103
pp.209-214
SIP 2019-08-29
15:10
Tokyo   Implementation of the Elliptic Curve Cryptography over Gaussian Integral Finite Group onto Excel
Kazuki Naganuma, Takashi Suzuki, Hiroyuki Tsuji, Tomoaki Kimura (KAIT) SIP2019-42
The Elliptic Curve Cryptography is known as cryptography safer than the RSA Cryptography. Defining the
elliptic curve o... [more]
SIP2019-42
pp.17-22
IT, ISEC, WBS 2019-03-07
11:20
Tokyo University of Electro-Communications A Consideration of the Properties of Edwards Curve Whose Order is a Power of 2
Hiromasa Miura, Kazuya Kobayashi, Takuya Kusaka, Yasuyuki Nogami (Okayama Univ.) IT2018-79 ISEC2018-85 WBS2018-80
Based on the proposal of pairing-based cryptography, ID-based cryptography, searchable cryptography, and attribute-based... [more] IT2018-79 ISEC2018-85 WBS2018-80
pp.27-32
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
SITE, EMM, ISEC, ICSS, IPSJ-CSEC, IPSJ-SPT [detail] 2017-07-15
14:15
Tokyo   Zynq-based Coprocessor Development Environment for Cryptography with Advanced Functionality and Its Evaluation
Takanori Miyoshi, Tsutomu Matsumoto (YNU) ISEC2017-37 SITE2017-29 ICSS2017-36 EMM2017-40
Bilinear pairing has a potential to produce a lot of new cryptographic protocols enabling advanced functionalities such ... [more] ISEC2017-37 SITE2017-29 ICSS2017-36 EMM2017-40
pp.275-280
ISEC, WBS, IT 2017-03-09
15:50
Tokyo TOKAI University Construction of covering curves of elliptic curves over finite fields of even characteristic using simple extension
Seiya Kukisaki (Chuo Univ.), Mahoro Simura (Tokai Univ.), Jinhui Chao (Chuo Univ.) IT2016-111 ISEC2016-101 WBS2016-87
The GHS attacks present a serious threat to cryptosystems using elliptic curves over extensions of finite fields when th... [more] IT2016-111 ISEC2016-101 WBS2016-87
pp.79-83
VLD, DC, IPSJ-SLDM, CPSY, RECONF, ICD, CPM
(Joint) [detail]
2015-12-01
13:10
Nagasaki Nagasaki Kinro Fukushi Kaikan Implementation of ECDSA Using Gate-level Pipelined Self-synchronous Circuit
Masato Tamura, Makoto Ikeda (Univ. of Tokyo) VLD2015-39 DC2015-35
In this paper, we investigated the implementation method of elliptic curve digital signature algorithm using self-synchr... [more] VLD2015-39 DC2015-35
pp.7-12
IA, ICSS 2015-06-11
15:15
Fukuoka Kyushu Institute of Technology Univ. Implementation of a Pairing Library Using BN Elliptic Curve
Yusuke Kanbara, Naoki Kanayama, Takashi Nishide, Eiji Okamoto (Univ. of Tsukuba) IA2015-5 ICSS2015-5
Bilinear mapping which called a pairing can realize high performance cryptographic protocols which could not be construc... [more] IA2015-5 ICSS2015-5
pp.21-26
ICSS 2015-03-04
09:00
Okinawa Meio Univiersity A New Explicit Relation Between Trace, Definition Field, and Embedding Degree
Atsuko Miyaji, Satoru Tanaka (JAIST) ICSS2014-76
For pairing based cryptography, elliptic curves defined over a finite fields $mathbb{F}_p^m$ with moderate embedding deg... [more] ICSS2014-76
pp.79-84
ISEC, IT, WBS 2015-03-02
15:35
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
pp.89-95
IT 2014-12-09
16:35
Toyama Unazuki New Otani Hotel [Invited Talk] Pairing-based cryptography with elliptic curve and vector decomposition problem
Yasuyuki Nogami (Okayama Univ.) IT2014-53
As non--symmetric public key cryptographies defined over finite field, especially extension field, elliptic curve crypto... [more] IT2014-53
pp.19-24
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