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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 10 of 10  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2017-05-11
16:25
Okayama Okayama University of Science I-PD Controller Design Using Particle Swarm Optimizer -- Settling Time Minimization Under Constraint of the Gain Crossover Frequency --
Yuzo Ohta (Kobe Univ.) NLP2017-14
In this paper, we consider the parameter tuning of I-PD controller which achieves minimum settling time control under th... [more] NLP2017-14
pp.69-72
NLP 2015-03-03
16:00
Hyogo Hyogo Prefecture Citizens' Hall a% Setteling Time Control of Nonlinear Uncertain Discrete Time Systems
Yuzo Ohta (Kobe Univ.), Yu-chuan Tong (Ishida), Izumi Masubuchi (Kobe Univ.) NLP2014-149
In this paper, we study robust a% settling time control of nonlinear uncertain discrete time systems. ``Robust a% settli... [more] NLP2014-149
pp.33-38
NLP 2014-11-06
17:20
Niigata TsubameSanjo Regional Industries Promotion Center Robust a% Setteling Time Control
Yuzo Ohta (Kobe Univ.), Yu-chuan Tong (Ishida), Izumi Masubuchi (Kobe Univ.) NLP2014-89
Dead beat control is not possible for uncertain systems. In the practical point view, it is enough to achieve finite tim... [more] NLP2014-89
pp.45-49
NLP 2013-10-28
16:45
Kagawa Sanport Hall Takamatsu On the Definition of the Determinant of Matrices
Yuzo Ohta (Kobe Univ.) NLP2013-86
The usual definition of determinant is difficult to understand the idea why this definition is introduced. In this rep... [more] NLP2013-86
pp.89-93
NLP 2009-12-21
16:15
Iwate   Numerical experiments of convex hull algorithms
Kouichi Takahara, Yuzo Ohta (Kobe Univ.)
 [more]
CAS, NLP 2009-01-23
13:20
Miyazaki   Computation of Value Sets of Multi-Linear Functions
Yuzo Ohta (Kobe Univ.) CAS2008-93 NLP2008-123
In this paper, the issue of computing a good estimate of the value set of a multi-linear function $f(q)$ is addressed, ... [more] CAS2008-93 NLP2008-123
pp.165-170
NLP 2008-07-31
17:15
Kochi   Estimate of Attractive Regions in Given Regions for Uncertain Nonlinear Systems
Hisashi Yokoyama, Yuzo Ohta (Kobe Univ.) NLP2008-32
In this paper, we analyze stability of nonlinear uncertain systems using Piecewise Quadratic Lyapunov Functions (PQLFs),... [more] NLP2008-32
pp.67-72
NC, NLP 2008-06-27
14:30
Okinawa University of the Ryukyus A generalization of piecewise linear Lyapunov functions
Yuzo Ohta (Kobe Univ.), Masaaki Tsuji (CRK) NLP2008-14
The purpose of this paper is to propose a generalization of Piecewise Linear Lyapunov Functions (PLLFs). In original PLL... [more] NLP2008-14
pp.33-38
NLP 2008-01-31
17:55
Hokkaido   Estimate of Attractive Regions of Saturated Systems by using Star Shaped Polytopic Lyapunov Functions
Yuzo Ohta (Kobe Univ.) NLP2007-140
We show how the combination of piecewise linear Lyapunov functions and
star-shaped polytopic Lyapunov functions can be ... [more]
NLP2007-140
pp.61-66
NLP 2007-12-19
17:55
Fukui   Estimate of Attractive Regions for Uncertain Nonlinear Systems in Given Regions
Yuzo Ohta, Takaaki Taguchi (Kobe Univ.) NLP2007-119
To estimate stability region of systems satisfying polytopic ncertainties in given regions is very important since such ... [more] NLP2007-119
pp.59-64
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