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Hitoshi Takata
Observed names:
H. Takata,
Hitoshi TAKATA,
TAKATA, Hitoshi,
Takata, Hitoshi
Institution:
Kagoshima University
Observed institutions:
Kagoshima University,
National Institute of Technology, Hiroshima College,
Kyushu University,
Kyushu Institute of Technology,
National Institute of Technology, Kumamoto College
OpenAlex ID:
A5102401307
Nonlinear Control VIA Generalized Feedback Linearization Using Neural Networks
2001
·
Graham C. Goodwin
, Osvaldo Rojas
, et al.
·
Asian Journal of Control
·
16
PDF
A Pseudo-Formal Linearization of Polynomial Type for Nonlinear Systems and Its Applications
2018
·
Hitoshi Takata
, Kazuo Komatsu
·
Journal of Signal Processing
·
11
PDF
Short-Term Electric Load Forecasting Using Multiple Gaussian Process Models
2014
·
Hachino, Tomohiro
, Takata, Hitoshi
, et al.
·
Zenodo (CERN European Organization for Nuclear Research)
·
11
Identification of continuous‐time nonlinear systems by using a gaussian process model
2008
·
Tomohiro Hachino
, Hitoshi Takata
·
IEEJ Transactions on Electrical and Electronic Engineering
·
9
Formal Linearization by Chebyshev Interpolation for Both State and Measurement Equations of Nonlinear Scalar-Measurement Systems and Its Application to Nonlinear Filter
2012
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
8
PDF
A Formal Linearization Method Via Cubic Splines and Its Applications
1991
·
Hitoshi Takata
, Katsuhiro Narikiyo
·
제어로봇시스템학회 국내학술대회 논문집
·
8
Hybrid Algorithm For Hammerstein System Identification Using Genetic Algorithm And Particle Swarm Optimization
2009
·
Hachino, Tomohiro
, Shimoda, Kenji
, et al.
·
Zenodo (CERN European Organization for Nuclear Research)
·
7
PDF
A Nonlinear Filter of EKF Type Using Formal Linearization Method
2023
·
Hitoshi Takata
, Kazuo Komatsu
, et al.
·
IEEJ Transactions on Electrical and Electronic Engineering
·
5
PDF
Identification for Nonlinear Systems by the Automatic Choosing Function and the Genetic Algorithm
1997
·
Tomohiro Hachino
, Hitoshi Takata
·
IFAC Proceedings Volumes
·
5
On a Pseudo-Formal Linearization Method via the Orthogonal Polynomial Approximation
2019
·
Hitoshi Takata
, Kazuo Komatsu
·
Journal of Signal Processing
·
4
A Nonlinear Observer via Pseudo-Formal Linearization for Both State and Measurement Equations of Nonlinear Scalar-Measurement Systems
2017
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
4
PDF
Frequency-weighted Model Reduction Using Firefly Algorithm
2015
·
Tomohiro Hachino
, Koichi Tanigawa
, et al.
·
Journal of Automation and Control Engineering
·
4
Augmented Automatic Choosing Control of Modified Filter Type for Nonlinear Noisy Measurement Systems
2012
·
Hitoshi Takata
, Tomohiro Hachino
, et al.
·
Journal of Signal Processing
·
4
PDF
Formal Linearization of Nonlinear Time-varying Dynamic Systems Using Chebyshev and Laguerre Polynomials
2005
·
Hitoshi Takata
, Kazuo Komatsu
, et al.
·
IFAC Proceedings Volumes
·
4
A Formal Linearization for a General Class of Time-Varying Nonlinear Systemsand Its Applicationss
2004
·
Kazuo Komatsu
, Hitoshi Takata
·
IEICE Transactions on Fundamentals of Electronics Communications and Computer Sciences
·
4
A Nonlinear Filter by Pseudo-Formal Linearization for Nonlinear Time-Varying Systems
2022
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
3
PDF
A Nonlinear Filter with Constant‐Gains Using a Pseudo‐Formal Linearization Method Based on Chebyshev Expansion
2022
·
Kazuo Komatsu
, Hitoshi Takata
·
IEEJ Transactions on Electrical and Electronic Engineering
·
3
Computer Algorithms for Pseudo-Formal Linearization and Nonlinear Observer for Nonlinear Scalar-Measurement Systems by Chebyshev Interpolation
2020
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
3
PDF
A Pseudo-Formal Linearization Using Chebyshev Expansion and Its Application to Nonlinear Observer for Nonlinear Scalar-Measurement Systems
2019
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
3
PDF
Formal Linearization by Chebyshev Interpolation for Both State and Measurement Equations of Nonlinear Multiple-Measurement Systems and Its Application to Nonlinear Filter
2015
·
Kazuo Komatsu
, Hitoshi Takata
·
Journal of Signal Processing
·
3
PDF
Model Predictive Control of Electric Power Systems Based on Gaussian Process Predictors
2015
·
Tomohiro Hachino
, Hitoshi Takata
, et al.
·
Journal of Automation and Control Engineering
·
3
Nonlinear feedback control of stabilization problem via formal linearization using Taylor expansion
2008
·
Kazuo Komatsu
, Hitoshi Takata
·
International Symposium on Information Theory and its Applications
·
3
On-line Identification Method of Continuous-Time Nonlinear Systems Using Radial Basis Function Network Model Adjusted by Genetic Algorithm
2004
·
Tomohiro Hachino
, Hitoshi Takata
·
IEICE Transactions on Fundamentals of Electronics Communications and Computer Sciences
·
3
A Prediction Method of Electric Power Damage by Typhoons in Kagoshima via the Second-order Polynomial Model and NN
2003
·
Hitoshi TAKATA
, Tomohiro HACHINO
·
Transactions of the Institute of Systems Control and Information Engineers
·
3
PDF
Continuous-Time Identification of Nonlinear Systems Using Radial Basis Function Network Model and Genetic Algorithm
2000
·
Tomohiro Hachino
, Yoshitaka Minari
, et al.
·
IFAC Proceedings Volumes
·
3
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Works count:
144
Citation count:
190
H-index:
7
I10-index:
3
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