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Author Sato, Sizuma|
Published Date 1939-02-28
Publication Title 岡山医学会雑誌
Volume volume51
Issue issue2
Content Type Journal Article
Author Sato, Tsugufumi|
Published Date 1939-02-28
Publication Title 岡山医学会雑誌
Volume volume51
Issue issue2
Content Type Journal Article
Author Itami, Kungo| Mizuta, Takayuki|
Published Date 1939-01-31
Publication Title 岡山医学会雑誌
Volume volume51
Issue issue1
Content Type Journal Article
Author Miyagi, Teruo|
Published Date 1939-01-31
Publication Title 岡山医学会雑誌
Volume volume51
Issue issue1
Content Type Journal Article
Author Kato, Konroku|
Published Date 1939-01-31
Publication Title 岡山医学会雑誌
Volume volume51
Issue issue1
Content Type Journal Article
Author Sato, Naoyasu|
Published Date 1940-12-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue12
Content Type Journal Article
Author Takahara, Akio| Kuyama, Kiniti| Isikawa, Noboru|
Published Date 1940-11-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue11
Content Type Journal Article
Author Seki, Tensisu|
Published Date 1940-11-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue11
Content Type Journal Article
Author Ohmichi, Mineô|
Published Date 1940-11-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue11
Content Type Journal Article
Author Ohmichi, Mineo|
Published Date 1940-10-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue10
Content Type Journal Article
Author Kuyama, Shosaku|
Published Date 1940-09-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue9
Content Type Journal Article
Author Yonezawa, Suezi| Nisizaki, Yositora| Masuzawa, Hiromu|
Published Date 1940-09-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue9
Content Type Journal Article
Author Ohmichi, Mineo|
Published Date 1940-09-30
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue9
Content Type Journal Article
Author Kitasima, Sin'iti|
Published Date 1940-08-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue8
Content Type Journal Article
Author Kubota, S.|
Published Date 1940-07-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue7
Content Type Journal Article
Author Akamatu, Kinsiro|
Published Date 1940-07-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue7
Content Type Journal Article
Author Masuzawa, Hiromu|
Published Date 1940-07-31
Publication Title 岡山医学会雑誌
Volume volume52
Issue issue7
Content Type Journal Article
JaLCDOI 10.18926/44499
FullText URL mfe_045_046_053.pdf
Author Nogami, Yasuyuki| Yanagi, Erika| Izuta, Tetsuya| Morikawa, Yoshitaka|
Abstract Recently, composite order pairing–based cryptographies have received much attention. The composite order needs to be as large as the RSA modulus. Thus, they require a certain pairing–friendly elliptic curve that has such a large composite order. This paper proposes an efficient algorithm for generating an ordinary pairing–friendly elliptic curve of the embedding degree 1 whose order has two large prime factors as the RSA modulus. In addition, the generated pairing–friendly curve has an efficient structure for the Gallant–Lambert–Vanstone (GLV) method.
Publication Title Memoirs of the Faculty of Engineering, Okayama University
Published Date 2011-01
Volume volume45
Start Page 46
End Page 53
ISSN 1349-6115
language English
Copyright Holders Copyright © by the authors
File Version publisher
NAID 120002905955
JaLCDOI 10.18926/44498
FullText URL mfe_045_036_045.pdf
Author Kanatani, Kenichi| Niitsuma, Hirotaka|
Abstract We present a new method for optimally computing the 3-D rotation from two sets of 3-D data. Unlike 2-D data, the noise in 3-D data is inherently inhomogeneous and anisotropic, reflecting the characteristics of the 3-D sensing used. To cope with this, Ohta and Kanatani introduced a technique called “renormalization”. Following them, we represent a 3-D rotation in terms of a quaternion and compute an exact maximum likelihood solution using the FNS of Chojnacki et al. As an example, we consider 3-D data obtained by stereo vision and optimally compute the 3-D rotation by analyzing the noise characteristics of stereo reconstruction. We show that the widely used method is not suitable for 3-D data. We confirm that the renormalization of Ohta and Kanatani indeed computes almost an optimal solution and that, although the difference is small, the proposed method can compute an even better solution.
Publication Title Memoirs of the Faculty of Engineering, Okayama University
Published Date 2011-01
Volume volume45
Start Page 36
End Page 45
ISSN 1349-6115
language English
Copyright Holders Copyright © by the authors
File Version publisher
NAID 80021759250