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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 42  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
DE 2022-06-25
10:25
Tokyo Musashino University
(Primary: On-site, Secondary: Online)
The optimum signal approximation clarifying the importance of parallel world and a comment to ABC problem
Takuro Kida (Tokyo Tech.), Yuichi Kida (OHU Univ.) DE2022-2
In this paper, it is shown a base of the new
trend of algorithm mathematically that treats a historical
reason of cont... [more]
DE2022-2
pp.7-12
KBSE, SWIM 2022-05-21
11:10
Tokyo
(Primary: On-site, Secondary: Online)
Theory of the optimum signal approximation clarifying the importance in the recognition of parallel world
Takuro Kida (Tokyo Tech.), Yuichi Kida (Ohu Univ.) KBSE2022-6 SWIM2022-6
 [more] KBSE2022-6 SWIM2022-6
pp.33-40
KBSE, SWIM 2022-05-21
13:00
Tokyo
(Primary: On-site, Secondary: Online)
Approximate Solution of Conditional Optimization Problem in Nonlinear Artificial Intelligent Systems Based on Matrix Operator Polynomial Series Approximation
Takuro Kida (TITech), Yuichi Kida (Ohu Univ.) KBSE2022-7 SWIM2022-7
 [more] KBSE2022-7 SWIM2022-7
pp.41-46
CCS 2021-11-19
14:55
Osaka Osaka Univ.
(Primary: On-site, Secondary: Online)
Equivalent Circuit Representation of Lossless and Lossy Power Transmission Systems Including Discrete Sampler
Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Tech.) CCS2021-34
In a new smart society supported by the recent development of 5G and 6G Communication systems, the importance of wireles... [more] CCS2021-34
pp.94-99
CCS 2021-11-19
15:20
Osaka Osaka Univ.
(Primary: On-site, Secondary: Online)
Category-base theory of the optimum signal approximation clarifying the importance of parallel worlds in the recognition of human and application to secure signal communication with feedback
Takuro Kida (Tokyo Tech.), Yuichi Kida (Ohu Univ.) CCS2021-35
We show a base of the new trend of algorithm mathematically that treats a historical reason of continuous discrimination... [more] CCS2021-35
pp.100-105
OFT, ITE-BCT, OCS, IEE-CMN [detail] 2020-11-13
13:30
Online Online The Optimum Prediction Theory of the Matrix Input Operator by Additive Operator Filter bank
Takuro Kida (Titech), Yuichi Kida (Ohu Univ.)
With respect to a matrix-filter bank that the matrix analysis-filter bank ${bf H}$ and the matrix sampling-filter bank $... [more]
MW, AP
(Joint)
2020-09-25
10:50
Online Online Theory of the Optimum Approximation and Conservation Relations of Operator filter banks
Takuro Kida (Tokyo Tech.), Yuichi Kida (Ohu Univ.) AP2020-63
 [more] AP2020-63
pp.139-144
RCC, MICT 2019-05-29
13:25
Tokyo TOKYO BIG SIGHT Development of a conservation operator of an additive discrete optimum approximation operator on a multi-dimensional manifold to the theory of discrete control and network flow
Takuro Kida (Tokyo Tech. Prof EM), Yuichi Kida (Ohu Univ.) RCC2019-2 MICT2019-2
On the condition that a matrix analysis-operator and a matrix sampling-operator in an additive matrix operator-filterban... [more] RCC2019-2 MICT2019-2
pp.5-10
IBISML 2019-03-05
13:30
Tokyo RIKEN AIP A connection between Kida's optimal signal approximation and the signal classification by maximizing margin
Takuro Kida (Tokyo Tech. Prof.EM), Yuichi Kida (Ohu Univ.) IBISML2018-105
 [more] IBISML2018-105
pp.1-8
DE, IPSJ-DBS 2018-12-22
14:55
Tokyo National Institute of Informatics Linear processing type optimum future prediction of signals applying Kida's optimum signal-approximation to multi-dimensional signals that are made by arranging known region restriction data in a row
Takuro Kida (Tokyo Inst. Tech.), Yuichi Kida (OHU Univ.) DE2018-29
With respect to a matrix-filterbank that the matrix analysis-filterbank ${bf H}$ and the matrix sampling-filterbank ${bf... [more] DE2018-29
pp.65-70
MI 2016-11-14
09:30
Tottori Tottori Univ. MRA reconstruction by the optimum interpolation approximation based on LASSO-regressed sparse weighting function.
Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Tech) MI2016-63
 [more] MI2016-63
pp.5-10
PRMU, IPSJ-CVIM, IBISML [detail] 2016-09-05
11:15
Toyama   An Approximate Expression of the Covariate-Vector in the Sparse Signal Analysis LASSO
Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Tech) PRMU2016-60 IBISML2016-15
 [more] PRMU2016-60 IBISML2016-15
pp.47-52
PRMU, IPSJ-CVIM, IBISML [detail] 2016-09-05
11:45
Toyama   Approximate Projection Expression of Nonlinear Artificial Intelligent Systems Based on Matrix Operator Polynomial Approximations
Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Tech.) PRMU2016-61 IBISML2016-16
 [more] PRMU2016-61 IBISML2016-16
pp.53-58
AP, RCS
(Joint)
2014-11-12
13:10
Yamagata Yamagata University, Yonezawa Campus Running-approximation of input-operators of an operator-filterbank by output-operators in a bounded linear-operator-space
Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Inst. of Tech.) RCS2014-199
In this paper, based on a fact that a compact Banach-space and a compact Hilbert-space can be covered by a finite $epsil... [more] RCS2014-199
pp.13-18
RCS, IN
(Joint)
2013-05-17
13:50
Tokyo Kikai-Shinko-Kaikan Bldg. IIR-FIR shift type filter bank that is perfect reconstruction in the beginning-part of a block signal
Yuichi Kida (Ohu Univ.), Takuro Kida (Prof EM, Tokyo Inst. of Tech.) RCS2013-34
IIR-FIR shift type filter bank that is perfect reconstruction in the beginning-part of a block signal
This paper presen... [more]
RCS2013-34
pp.67-72
SRW 2013-04-19
10:45
Tokyo Kikai-Shinko-Kaikan Bldg. A Proposal of 60 GHz Band Beam-tracking Communications Systems with High Gain FEC and Simple Equalize
Yuki Shoji, Bao Zhongwei, Shuzo Kato (Tohuku Univ.) SRW2013-3
 [more] SRW2013-3
pp.9-13
RCS, AN, SR, USN
(Joint)
2011-10-28
12:00
Tokyo Sophia Univ. Theory of the optimum approximation of multi-input multi-output filter banks and trans-multiplexers
Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. EM, Tokyo Inst. Tech.) RCS2011-180
 [more] RCS2011-180
pp.237-242
SANE 2011-07-29
09:25
Tokyo Electronic Navigation Research Institute The optimum approximation of vector signals with a finite number of variables using multi-input multi-output filter banks
Yuichi Kida (Ohu Univ.), Takuro Kida (Prof.EM Tokyo Inst. of Tech.) SANE2011-46
In this paper, we define a multi-input multi-output system composed of given analysis-filter matrices, given sampler mat... [more] SANE2011-46
pp.7-12
RCS 2011-04-22
11:35
Kanagawa Keio University Theory of the optimum approximation of vector signals based on multi-input multi-output filter banks
Yuichi Kida (Ohu Univ.), Takuro Kida (Prof EM Tokyo Inst. of Tech.) RCS2011-13
Approximation of multi-dimensional signals by filter banks becomes important in many applications of signal processing s... [more] RCS2011-13
pp.71-76
IPSJ-AVM, CS, IE, ITE-BCT [detail] 2009-12-07
13:55
Aichi Nagoya Univ. The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving
Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) CS2009-56 IE2009-120
Firstly, we present the optimum interpolation approximation for multidimensional vector signals.
The presented approxim... [more]
CS2009-56 IE2009-120
pp.5-10
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