Committee 
Date Time 
Place 
Paper Title / Authors 
Abstract 
Paper # 
DE 
20220625 10:25 
Tokyo 
Musashino University (Primary: Onsite, 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.) DE20222 
In this paper, it is shown a base of the new
trend of algorithm mathematically that treats a historical
reason of cont... [more] 
DE20222 pp.712 
KBSE, SWIM 
20220521 11:10 
Tokyo 
(Primary: Onsite, 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.) KBSE20226 SWIM20226 
[more] 
KBSE20226 SWIM20226 pp.3340 
KBSE, SWIM 
20220521 13:00 
Tokyo 
(Primary: Onsite, 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.) KBSE20227 SWIM20227 
[more] 
KBSE20227 SWIM20227 pp.4146 
CCS 
20211119 14:55 
Osaka 
Osaka Univ. (Primary: Onsite, Secondary: Online) 
Equivalent Circuit Representation of Lossless and Lossy Power Transmission Systems Including Discrete Sampler Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Tech.) CCS202134 
In a new smart society supported by the recent development of 5G and 6G Communication systems, the importance of wireles... [more] 
CCS202134 pp.9499 
CCS 
20211119 15:20 
Osaka 
Osaka Univ. (Primary: Onsite, Secondary: Online) 
Categorybase 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.) CCS202135 
We show a base of the new trend of algorithm mathematically that treats a historical reason of continuous discrimination... [more] 
CCS202135 pp.100105 
OFT, ITEBCT, OCS, IEECMN [detail] 
20201113 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 matrixfilter bank that the matrix analysisfilter bank ${bf H}$ and the matrix samplingfilter bank $... [more] 

MW, AP (Joint) 
20200925 10:50 
Online 
Online 
Theory of the Optimum Approximation and Conservation Relations of Operator filter banks Takuro Kida (Tokyo Tech.), Yuichi Kida (Ohu Univ.) AP202063 
[more] 
AP202063 pp.139144 
RCC, MICT 
20190529 13:25 
Tokyo 
TOKYO BIG SIGHT 
Development of a conservation operator of an additive discrete optimum approximation operator on a multidimensional manifold to the theory of discrete control and network flow Takuro Kida (Tokyo Tech. Prof EM), Yuichi Kida (Ohu Univ.) RCC20192 MICT20192 
On the condition that a matrix analysisoperator and a matrix samplingoperator in an additive matrix operatorfilterban... [more] 
RCC20192 MICT20192 pp.510 
IBISML 
20190305 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.) IBISML2018105 
[more] 
IBISML2018105 pp.18 
DE, IPSJDBS 
20181222 14:55 
Tokyo 
National Institute of Informatics 
Linear processing type optimum future prediction of signals applying Kida's optimum signalapproximation to multidimensional signals that are made by arranging known region restriction data in a row Takuro Kida (Tokyo Inst. Tech.), Yuichi Kida (OHU Univ.) DE201829 
With respect to a matrixfilterbank that the matrix analysisfilterbank ${bf H}$ and the matrix samplingfilterbank ${bf... [more] 
DE201829 pp.6570 
MI 
20161114 09:30 
Tottori 
Tottori Univ. 
MRA reconstruction by the optimum interpolation approximation based on LASSOregressed sparse weighting function. Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. Emeritus, Tokyo Tech) MI201663 
[more] 
MI201663 pp.510 
PRMU, IPSJCVIM, IBISML [detail] 
20160905 11:15 
Toyama 

An Approximate Expression of the CovariateVector in the Sparse Signal Analysis LASSO Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Tech) PRMU201660 IBISML201615 
[more] 
PRMU201660 IBISML201615 pp.4752 
PRMU, IPSJCVIM, IBISML [detail] 
20160905 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.) PRMU201661 IBISML201616 
[more] 
PRMU201661 IBISML201616 pp.5358 
AP, RCS (Joint) 
20141112 13:10 
Yamagata 
Yamagata University, Yonezawa Campus 
Runningapproximation of inputoperators of an operatorfilterbank by outputoperators in a bounded linearoperatorspace Yuichi Kida (Ohu Univ.), Takuro Kida (Tokyo Inst. of Tech.) RCS2014199 
In this paper, based on a fact that a compact Banachspace and a compact Hilbertspace can be covered by a finite $epsil... [more] 
RCS2014199 pp.1318 
RCS, IN (Joint) 
20130517 13:50 
Tokyo 
KikaiShinkoKaikan Bldg. 
IIRFIR shift type filter bank that is perfect reconstruction in the beginningpart of a block signal Yuichi Kida (Ohu Univ.), Takuro Kida (Prof EM, Tokyo Inst. of Tech.) RCS201334 
IIRFIR shift type filter bank that is perfect reconstruction in the beginningpart of a block signal
This paper presen... [more] 
RCS201334 pp.6772 
RCS, AN, SR, USN (Joint) 
20111028 12:00 
Tokyo 
Sophia Univ. 
Theory of the optimum approximation of multiinput multioutput filter banks and transmultiplexers Yuichi Kida (Ohu Univ.), Takuro Kida (Prof. EM, Tokyo Inst. Tech.) RCS2011180 
[more] 
RCS2011180 pp.237242 
SANE 
20110729 09:25 
Tokyo 
Electronic Navigation Research Institute 
The optimum approximation of vector signals with a finite number of variables using multiinput multioutput filter banks Yuichi Kida (Ohu Univ.), Takuro Kida (Prof.EM Tokyo Inst. of Tech.) SANE201146 
In this paper, we define a multiinput multioutput system composed of given analysisfilter matrices, given sampler mat... [more] 
SANE201146 pp.712 
RCS 
20110422 11:35 
Kanagawa 
Keio University 
Theory of the optimum approximation of vector signals based on multiinput multioutput filter banks Yuichi Kida (Ohu Univ.), Takuro Kida (Prof EM Tokyo Inst. of Tech.) RCS201113 
Approximation of multidimensional signals by filter banks becomes important in many applications of signal processing s... [more] 
RCS201113 pp.7176 
IPSJAVM, CS, IE, ITEBCT [detail] 
20091207 13:55 
Aichi 
Nagoya Univ. 
The optimum multidimensional discrete signal estimation of a slightly nonlinear filter bank and its application to environmental preserving Yuichi Kida (Ohu Univ.), Takuro Kida (Nihon Univ.) CS200956 IE2009120 
Firstly, we present the optimum interpolation approximation for multidimensional vector signals.
The presented approxim... [more] 
CS200956 IE2009120 pp.510 
RCS, AP (Joint) 
20091127 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.) RCS2009150 
[more] 
RCS2009150 pp.103108 