Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
NLP, NC (Joint) |
2020-01-25 09:30 |
Okinawa |
Miyakojima Marine Terminal |
On univariate continuous multimodal analysis and discrete multimodal analysis (2) Hideo Kanemitsu, Konno Hideaki (Hokkaido Univ. of Edu.) NLP2019-101 |
The (continuous) multimodal function of continuous variables defined by the authors focuses on the minimum (local) value... [more] |
NLP2019-101 pp.83-88 |
NLP, NC (Joint) |
2019-01-24 11:00 |
Hokkaido |
The Centennial Hall, Hokkaido Univ. |
Cassification of problem and mathematical structure of solutions in systems of nonlinear equations Hideo Kanemitsu (Hokkaido Univ. of Edu.) NLP2018-113 |
In methods for solving systems of nonlinear equations, it is usually investigated supposing that unique solution or mult... [more] |
NLP2018-113 pp.91-96 |
NLP |
2018-08-09 10:20 |
Kagawa |
Saiwai-cho Campus, Kagawa Univ. |
On continuous univariate multimodal analysis and discrete multimodal analysis(1) Hideo Kanemistsu (Hokkaido Univ. Edu.) NLP2018-66 |
The multimodal function (continuous multimodal function) of continuous variables defined by authors focuses on the minim... [more] |
NLP2018-66 pp.69-74 |
NLP |
2016-03-25 11:05 |
Kyoto |
Kyoto Sangyo Univ. |
Deterministic Inductive Search for Solving Global Optimization Problems Hideo Kanemitsu (Hokkaido Univ of Edu) NLP2015-152 |
Inductive Search for solving global optimization problems attracted attention because of showing the best performance at... [more] |
NLP2015-152 pp.57-61 |
NLP |
2015-11-01 11:40 |
Okinawa |
Nobumoto Ohama Memorial Hall |
Mathematical structure of multimodal functions on convex set in continuous optimization problems (1)
-- A new definition of a saddle value set and basic mathematical structure of multimodal functions -- Hideo Kanemitsu (Hokkaido Univ. Edu.) NLP2015-120 |
This report shows saddle value set as a new definition which is different from local solutions (local minimal value set... [more] |
NLP2015-120 pp.75-80 |
NLP |
2015-07-21 14:20 |
Hokkaido |
Bibai Onsen Yu-rinkan |
Mathematical structures of continuous functions on convex set (1)
-- Mathematical structure of univariate continuous functions on interval with finite number of local mimima, and its applications to finding all local minima(maxima) and all real roots -- Hideo Kanemitsu (Hokkaido Univ. Edu.) NLP2015-69 |
In this report, we show a optimization problem and a zeros search problem of equations with continuous univariate functi... [more] |
NLP2015-69 pp.11-16 |
NLP |
2014-01-21 10:00 |
Hokkaido |
Niseko Park Hotel |
Mathematical structures of optimal solutions in continuous optimization problems (3)
-- Estimation of the number of isolated local minima and the number of connected components of local minimal values sets -- Hideo Kanemitsu (Hokkaido Univ. of Education) NLP2013-129 |
We show mathematical structures of optimal solutions in continuous optimization problem with continuous multivariate mul... [more] |
NLP2013-129 pp.1-6 |
NLP |
2013-10-28 15:00 |
Kagawa |
Sanport Hall Takamatsu |
Mathematical structure of optimal solutions in continuous optimization problems (2)
-- Necessary and sufficient optimality condition, and estimations of the number of solutions -- Hideo Kanemitsu (Hokkaido Univ. of Edu.), Hideyuki Imai (Hokkaido Univ.) NLP2013-81 |
We show mathematical structures of optimal solutions in continuous optimization problem with continuous multivariate mul... [more] |
NLP2013-81 pp.63-68 |
NLP |
2012-11-20 10:50 |
Miyagi |
Ishinomaki Senshu University |
Mathematical structure of optimal solutions in continuous optimization problems (1)
-- Definitions and basic properties of optimal solutions by (connected) level sets -- Hideo Kanemitsu (Hokkaido Univ. of Edu.), Hideyuki Imai, Masaaki Miyakoshi (Hokkaido Univ.) NLP2012-86 |
We show mathematical structures of optimal solutions in continuous optimization problem with continuous multivariate mul... [more] |
NLP2012-86 pp.55-60 |
NLP |
2012-01-23 16:15 |
Fukushima |
Aizu-keiko-do Hall |
Global Optimization Method for a Multimodal Objective Function Whose Local Minimal Values have Almost Unimodal Sequence (2) Hideo Kanemitsu, Hideaki Konno (Hokkaido Univ. of Edu.) NLP2011-131 |
In global optimization problems of a univariate multimodal function on a finite searching interval, we introduce functio... [more] |
NLP2011-131 pp.41-46 |
NLP |
2010-01-21 10:30 |
Gifu |
|
Global Optimization Method for a Multimodal Objective Function Whose Local Minimal Values have Almost Unimodal Sequence Hideo Kanemitsu, Hideaki Konno (Hokkaido Univ. of Edu.), Mineichi Kudo, Masaaki Miyakoshi (Hokkaido Univ.) NLP2009-141 |
In global optimization problems of a univariate multimodal function on a finite searching interval, we introduce functio... [more] |
NLP2009-141 pp.7-12 |
NLP |
2009-11-11 16:00 |
Kagoshima |
|
Global Optimization Method for a Multimodal Function whose Local Minimal Value have an Unimodal Sequene and Widths of Unimodal Regions are Equal. Hideo Kanemitsu, Hideaki Konno (Hokkaido Univ. of Edu.), Mineichi Kudo, Masaaki Miyakoshi (Hokkaido Univ.) NLP2009-96 |
In global optimization problems of an univariate multimodal function, we define and investigate functions whose local mi... [more] |
NLP2009-96 pp.79-84 |
PRMU, DE |
2005-06-17 11:10 |
Hokkaido |
Hokkaido Univ. |
A General-Purpose Web Database Application and Speech Data Management thereby Hideaki Konno, Hideo Kanemitsu, Nobuyuki Takahashi (Hokkaido Univ. of Edu.), Jun Toyama (Hokkaido Univ.), Masaru Shimbo (Hokkaido Info. Univ) |
A general-purpose application system, which stores data in the relational database and offers it with Web, has been deve... [more] |
DE2005-16 PRMU2005-37 pp.19-24 |