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All Technical Committee Conferences (Searched in: All Years)
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Search Results: Conference Papers |
Conference Papers (Available on Advance Programs) (Sort by: Date Descending) |
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Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
CAS, SIP, VLD |
2007-06-22 13:20 |
Hokkaido |
Hokkaido Tokai Univ. (Sapporo) |
Arithmetic Module Generation Using Optimized Parallel Prefix Adders Yuki Watanabe, Naofumi Homma, Takafumi Aoki (Tohoku Univ.), Tatsuo Higuchi (Totech) CAS2007-27 VLD2007-43 SIP2007-57 |
This paper presents an arithmetic module generator using parallel prefix adders. In the proposed system, parallel prefix... [more] |
CAS2007-27 VLD2007-43 SIP2007-57 pp.49-54 |
RECONF, CPSY, VLD, DC, IPSJ-SLDM, IPSJ-ARC (Joint) [detail] |
2006-11-28 10:15 |
Fukuoka |
Kitakyushu International Conference Center |
Formal Verification Method for Arithmetic Circuits and Its Evaluation Yuki Watanabe, Naofumi Homma, Takafumi Aoki (Tohoku Univ.), Tatsuo Higuchi (Totech) |
[more] |
VLD2006-54 DC2006-41 pp.17-22 |
CAS, SIP, VLD |
2005-06-27 16:00 |
Miyagi |
Tohoku University |
A Fingerprint Matching Algorithm Based on Phase-Only Correlation and Its Evaluation Koichi Ito, Ayumi Morita, Takafumi Aoki (Tohoku Univ.), Tatsuo Higuchi (Tohoku Institute of Technology), Hiroshi Nakajima, Koji Kobayashi (Yamatake Corp.) |
A major approach for fingerprint recognition today is to extract minutiae from fingerprint images and to perform fingerp... [more] |
CAS2005-11 VLD2005-22 SIP2005-35 pp.61-66 |
CAS, SIP, VLD |
2005-06-28 13:25 |
Miyagi |
Tohoku University |
Optimal Design of Limited Carry-Propagation Adders Based on Redundant Number Systems Naofumi Homma, Takafumi Aoki (Tohoku Univ.), Tatsuo Higuchi (Tohtech) |
[more] |
CAS2005-20 VLD2005-31 SIP2005-44 pp.31-36 |
CAS, SIP, VLD |
2005-06-28 13:50 |
Miyagi |
Tohoku University |
Formal Design of Arithmetic Circuits with Arithmetic Description Language: ARITH Yuki Watanabe, Naofumi Homma, Takafumi Aoki (Tohoku Univ.), Tatsuo Higuchi (Tohtech) |
This paper presents a design of parallel multipliers based on arithmetic description language called ARITH. The multipli... [more] |
CAS2005-21 VLD2005-32 SIP2005-45 pp.37-42 |
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