Faculty Profiles - HONDA Aoi

Papers - HONDA Aoi

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Non Additive Set Functions and their Applications—V Invited Reviewed

Fujimoto Katsushige, Takahagi Eiichiro, Narukawa Yasuo, Honda Aoi

SYSTEMS, CONTROL AND INFORMATION ( THE INSTITUTE OF SYSTEMS, CONTROL AND INFORMATION ENGINEERS ) 65 ( 10 ) 426 - 432 2021.10

On Two Generalizations for k-Additivity Reviewed International journal

Fukuda R., Honda A., Okazaki Y.

Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics) 12898 LNAI 43 - 53 2021.09

Non Additive Set Functions and their Applications—IV:—Fuzzy Multiple Regression Analysis and Fuzzy Neural Network Invited Reviewed

Honda Aoi, Takahagi Eiichiro, Narukawa Yasuo, Fujimoto Katsushige

SYSTEMS, CONTROL AND INFORMATION ( THE INSTITUTE OF SYSTEMS, CONTROL AND INFORMATION ENGINEERS ) 65 ( 8 ) 340 - 346 2021.08

A New Design Method of Cylindrical Bearings Based on a Simplified Thermohydrodynamic Lubrication Model Reviewed

HATAKENAKA Kiyoshi, HONDA Aoi

JOURNAL OF JAPANESE SOCIETY OF TRIBOLOGISTS ( Japanese Society of Tribologists ) 66 ( 7 ) 548 - 569 2021.07

Authorship：Last author Language：Japanese Publishing type：Research paper (scientific journal)

This paper proposes a new THL bearing design method based on an improved version of a precedent method. The precedent method used a model expression prepared in advance to easily and quickly find a crucial predicted data of the maximum bearing temperature. Three expressions were prepared for three different values of journal eccentricity ratio, 0.25, 0.5, and 0.75. Which one of the three should be used was determined, based on the preliminarily obtained value of journal eccentricity ratio derived from the initially assumed bearing specifications. Two dimensionless temperature-rise parameters κ1 and κ2 were introduced for the common variables of the expression. On the other hand, the new improved method uses a single expression, which is obtained by applying multiple regression analysis and t-test, for the crucial temperature for any value of journal eccentricity ratio. Furthermore, the new expression explicitly includes the four well-known dimensionless numbers used in THL analysis, that is, Sommerfeld number, bearing width-to-dimeter ratio, Peclet number and Khonsari number. The model expressions for other bearing characteristic performances were obtained in the same way. Compared with some measurements in test rigs of cylindrical bearings, the new improved method is confirmed to predict reasonably accurate bearing performances of cylindrical bearings faster and more easily than the precedent method over a wide range of operating conditions.

DOI： 10.18914/tribologist.20-00016

CiNii Article

CiNii Research

Other Link： https://ci.nii.ac.jp/naid/130008064999

Non Additive Set Functions and their Applications—III:—Measurement and Control for the Degree of Freedom in a Fuzzy Measure Invited Reviewed

Honda Aoi, Takahagi Eiichiro, Narukawa Yasuo, Fujimoto Katsushige

SYSTEMS, CONTROL AND INFORMATION ( THE INSTITUTE OF SYSTEMS, CONTROL AND INFORMATION ENGINEERS ) 65 ( 6 ) 232 - 238 2021.06

Non Additive Set Functions and their Applications—II:—Aggregation Operators Using Set Functions and Fuzzy Integrals Invited Reviewed

Takahagi Eiichiro, Narukawa Yasuo, Honda Aoi, Fujimoto Katsushige

SYSTEMS, CONTROL AND INFORMATION ( THE INSTITUTE OF SYSTEMS, CONTROL AND INFORMATION ENGINEERS ) 65 ( 4 ) 152 - 158 2021.04

Non Additive Set Functions and their Applications—I:—Set Functions Invited Reviewed

Narukawa Yasuo, Takahagi Eiichiro, Honda Aoi, Fujimoto Katsushige

SYSTEMS, CONTROL AND INFORMATION ( THE INSTITUTE OF SYSTEMS, CONTROL AND INFORMATION ENGINEERS ) 65 ( 2 ) 67 - 73 2021.02

Constructive k-additive measure and decreasing convergence theorems Reviewed International journal

Fukuda R., Honda A., Okazaki Y.

Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics) 12256 LNAI 104 - 116 2020.08

Parameter learning and applications of the inclusion-exclusion integral for data fusion and analysis Reviewed International journal

Honda A., James S.

Information Fusion 56 28 - 38 2020.04

Comparison of Decomposition Type Nonlinear Integrals Based on the Convergence Theorem Invited Reviewed

FUKUDA Ryoji, HONDA Aoi, OKAZAKI Yoshiaki

Journal of Japan Society for Fuzzy Theory and Intelligent Informatics ( Japan Society for Fuzzy Theory and Intelligent Informatics ) 32 ( 4 ) 782 - 791 2020.01

Language：Japanese Publishing type：Research paper (scientific journal)

We consider several nonlinear integrals with respect to the monotone measures. We term the integrals defined by certain approximations via simple functions as decomposition type integrals. This category is classified based on the approximation directions (from above/below) and the disjointness of corresponding measurable set families (partition/covering). Furthermore, we add two classification points: finiteness of the summation (finite/countable) and sign of coefficients (non-negative/signed). This study aims to clarify the essential features of these integrals by considering several convergence theorems for each group of the decomposition type integrals.

DOI： 10.3156/jsoft.32.4_782

Kyutacar

CiNii Article

CiNii Research

Other Link： https://ci.nii.ac.jp/naid/130007887746

Approximate Expression of Maximum Temperature of Journal Bearings Based on Simplified Thermohydrodynamic Lubrication Model

HATAKENAKA Kiyoshi, HONDA Aoi

The Proceedings of Mechanical Engineering Congress, Japan ( The Japan Society of Mechanical Engineers ) 2020 ( 0 ) J10104 2020.01

Non-Linear Integral Based on Convex/Concave Extension (The generalization of function spaces and its enviroment)

Fukuda Ryoji, Honda Aoi, Okazaki Yoshiaki

RIMS Kokyuroku ( Research Institute for Mathematical Sciences, Kyoto University ) 2143 ( 2143 ) 40 - 50 2019.12

An Approach to Interaction Analysis of Pains using Onomatopoeia and the Fuzzy Measure Reviewed International journal

Proceedings of The 16th international Conference on Modeling Decisions for Artificial Intelligence 38 - 49 2019.09

非分布関数型ファジイ積分に関する収束定理

福田亮治,本田あおい,岡崎悦明

数理解析研究所講究録非線形解析学と凸解析学の研究 2112 134 - 140 2019.04

Convergence Theorems for Fuzzy Integrals of Non Distribution Type (Study on Nonlinear Analysis and Convex Analysis) Reviewed

Fukuda Ryoji, Honda Aoi, Okazaki Yoshiaki

RIMS Kokyuroku 2112 134 - 140 2019.04

Generalization of inclusion–exclusion integral for nondiscrete monotone measure space Reviewed International journal

Honda A., Okazaki Y.

Fuzzy Sets and Systems 355 42 - 58 2019.01

Convergence Theorems for Decomposition Type Non-linear Integral Invited Reviewed

FUKUDA Ryoji, HONDA Aoi, OKAZAKI Yoshiaki

Journal of Japan Society for Fuzzy Theory and Intelligent Informatics ( Japan Society for Fuzzy Theory and Intelligent Informatics ) 31 ( 4 ) 108 - 115 2019.01

非加法的単調測度によるLp空間

福田亮治,本田あおい,岡崎悦明

数理解析研究所講究録関数空間の深化とその周辺 2095 138 - 144 2018.12

非加法的単調測度による$L_{p}$空間 (関数空間の深化とその周辺)

本田あおい, 岡崎悦明

数理解析研究所講究録 ( 京都大学数理解析研究所 ) 2095 138 - 144 2018.12

単調測度を利用した多変量解析 (関数空間の深化とその周辺)

本田あおい, 岡崎悦明

数理解析研究所講究録 ( 京都大学数理解析研究所 ) 2095 ( 2095 ) 131 - 137 2018.12

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Papers - HONDA Aoi