Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
RCS, AP (Joint) |
2009-11-27 09:00 |
Tokyo |
Tokyo Inst. of Tech. |
A simple proof of the optimality of the running approximation in FIR filter banks Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Em, of Tokyo Inst. of Tech/Nihon Univ.) RCS2009-150 |
[more] |
RCS2009-150 pp.103-108 |
WBS |
2009-07-23 16:20 |
Shizuoka |
Shizuoka Univ. |
Discrete Sub-band Systems Realizing Simultaneous-Minimization of Various Measures of Transmission Error Yuichi Kida (Ohu Univ.), Takuro Kida (Professor Emeritus, Tokyo Inst. of Tech.) WBS2009-12 |
[more] |
WBS2009-12 pp.31-36 |
SANE |
2009-05-29 15:25 |
Kanagawa |
National Defense Academy of Japan |
Proof of the optimum discrete running approximation of FIR filter banks using a mini-max theorem Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Inst. tech./Nihon Univ. fellow) SANE2009-12 |
[more] |
SANE2009-12 pp.25-30 |
SANE |
2009-05-29 15:50 |
Kanagawa |
National Defense Academy of Japan |
Systematic theory of FIR filter banks minimizing various measures of error at the same time Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Inst. tech.) SANE2009-13 |
[more] |
SANE2009-13 pp.31-36 |
USN |
2009-05-22 10:00 |
Kanagawa |
Keio Univ. (Yagami) |
The optimum running approximation of FIR filter banks and the mini-max theorem for weighted energy of Fourier transform of signals Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Inst. of Tech./Nihon Univ fellow) USN2009-1 |
[more] |
USN2009-1 pp.1-6 |
USN |
2009-05-22 10:25 |
Kanagawa |
Keio Univ. (Yagami) |
Proof of the optimum running approximation of FIR filter banks without using the mini-max theorem in functional analysis Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Inst. tech./Nihon Univ fellow) USN2009-2 |
[more] |
USN2009-2 pp.7-12 |
RCS, AN, MoNA, SR (Joint) |
2009-03-04 10:00 |
Kanagawa |
YRP |
A Systematic Consideration of Discrete Approximation of a Class of Approximately Band-limited Signals by FIR Filter Bank Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, of Tokyo Inst. of Tech.) RCS2008-215 |
[more] |
RCS2008-215 pp.19-24 |
ICM, CQ, NS (Joint) |
2008-11-14 16:25 |
Fukushima |
Nihon University |
The Optimum Discrete Running Approximation of Multi-Dimensional Signals Having Small Side-Lobes Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Inst. Tech.) CQ2008-57 |
[more] |
CQ2008-57 pp.65-70 |
ICM, CQ, NS (Joint) |
2008-11-14 16:50 |
Fukushima |
Nihon University |
The Optimum Running Approximation of A Class of Time-Limited Signals That is Realized by FIR Filter Bank Yuichi Kida (Ohu Univ.), Takuro Kida (Professor Emeritus, Tokyo Inst. Tech.) CQ2008-58 |
[more] |
CQ2008-58 pp.71-76 |
SAT |
2008-11-06 17:00 |
Overseas |
Riviera Hotel Pusan |
Simultaneous minimization of worst-case measures of error of n-dimensional filter banks and transmultiplexers Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Inst.of Tech./Nihon Univ.) SAT2008-31 |
[more] |
SAT2008-31 pp.87-92 |
RCS, NS (Joint) |
2008-07-17 10:10 |
Kyoto |
Kyoto University |
Simultaneous Minimization of Upper-Limit of Various Measures of Error in FIR Filter Banks Based on Mapping of Errors Yuichi Kida (Ohu Univ.), Takuro Kida (Previously, with Tokyo Inst. of Tech.) RCS2008-34 |
[more] |
RCS2008-34 pp.13-18 |
RCS, NS (Joint) |
2008-07-17 10:30 |
Kyoto |
Kyoto University |
The Optimum Approximation of Signals That Have Small Side-Lobes Bounded By A Measure Like Kullback-Leibler Divergence Yuichi Kida (Ohu Univ.), Takuro Kida (Previously, with Tokyo Inst. of Tech.) RCS2008-35 |
[more] |
RCS2008-35 pp.19-24 |
ITS, IEE-ITS |
2008-03-26 10:00 |
Kyoto |
Kyoto University |
Theory of the Optimum Approximation of Vector Signals and its Application to Multiple-input Multiple-output/space Division Multiplexing Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) ITS2007-78 |
[more] |
ITS2007-78 pp.1-6 |
ITE-HI, ITE-AIT, ITE-ME, IE, ITS |
2008-02-18 16:10 |
Hokkaido |
Graduate School of Information Science and Technology Hokkaido Univ |
Theory of the Optimum Running Discrete Approximation of Band-Limited Signals and a Consideration of the Existence of Supreme Signal Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) ITS2007-53 IE2007-236 |
[more] |
ITS2007-53 IE2007-236 pp.103-108 |
SANE |
2007-10-25 13:00 |
Overseas |
KIST(Seoul) |
Generalized optimum running estimation of multi-dimensional signals and some applications Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) SANE2007-65 |
[more] |
SANE2007-65 pp.19-24 |
CS |
2007-10-04 11:20 |
Hokkaido |
Tokachigawa, Hokkaido |
The Optimum Running Approximation of FIR Filter Banks and Its Applicationto Digital Multicast systems Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) CS2007-26 |
[more] |
CS2007-26 pp.25-30 |
CQ, LOIS, IE, IEE-CMN, ITE-ME |
2007-09-28 14:40 |
Tokushima |
The university of Tokushima |
Running-type best approximation of vector signals and its application to estimate communication quality Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) CQ2007-56 OIS2007-46 IE2007-53 |
[more] |
CQ2007-56 OIS2007-46 IE2007-53 pp.113-118 |
WBS, SAT (Joint) |
2007-06-05 13:20 |
Ibaraki |
Ibaraki Univ. |
The Optimum Running Approximation of Piecewise Analytic Time-Limited Signals That is Realized by FIR Filter Bank Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) WBS2007-1 |
Under the condition that analysis filter bank and sample points are given, we present the optimum running approximation ... [more] |
WBS2007-1 pp.1-6 |
SIP, CAS, CS |
2007-03-06 14:35 |
Tottori |
Blancart Misasa (Tottori) |
The Optimum Approximation of Filter Banks Based on Fredholm Integral Equation With Pincherle-Goursat Kernel Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) CAS2006-111 SIP2006-212 CS2006-128 |
It is well-known that Fredholm integral equation $f(t)-\lambda\int_{-L}^L\sigma(t,\tau)f(\tau)d\... [more] |
CAS2006-111 SIP2006-212 CS2006-128 pp.93-98 |
RCS, SIP |
2007-01-26 11:20 |
Okinawa |
NICT Okinawa |
The Optimum Approximation of Vector-Signals and its Application to Multi-Doppler Radar Systems Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) SIP2006-165 RCS2006-223 |
For a set of vector-signals such that generalized spectrums have weighted norms smaller than a given positive number, we... [more] |
SIP2006-165 RCS2006-223 pp.41-46 |