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All Technical Committee Conferences (Searched in: All Years)
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Search Results: Conference Papers |
Conference Papers (Available on Advance Programs) (Sort by: Date Descending) |
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Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
HIP |
2022-10-18 10:50 |
Kyoto |
Kyoto Terrsa (Primary: On-site, Secondary: Online) |
Examination of facial attractiveness features using geometric morphological analysis of and deep learning methods. Takanori Sano, Hideaki Kawabata (Keio Univ.) HIP2022-52 |
In psychology, various studies have been conducted on the features that constitute facial attractiveness. In recent year... [more] |
HIP2022-52 pp.26-31 |
AI |
2022-09-15 15:45 |
Shizuoka |
(Primary: On-site, Secondary: Online) |
Comparison of results for different datasets of facial attractiveness features extracted using gradient-weighted class activation mapping Takanori Sano (Keio Univ.) AI2022-24 |
In recent years, research using deep learning to analyze faces to identify the features that make up facial attractivene... [more] |
AI2022-24 pp.37-41 |
MVE |
2016-10-13 17:10 |
Hokkaido |
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Accuracy improvement of food photo attractiveness estimation based on consideration of image features Kazuma Takahashi (Nagoya Univ.), Keisuke Doman (Chukyo Univ.), Yasutomo Kawanishi, Takatsugu Hirayama, Ichiro Ide, Daisuke Deguchi, Hiroshi Murase (Nagoya Univ.) MVE2016-12 |
In our previous research, we proposed a method for predicting the attractiveness of a food photo in order to assist a us... [more] |
MVE2016-12 pp.41-46 |
NLP |
2008-01-31 17:55 |
Hokkaido |
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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 |
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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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