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基本情報
| 氏名 |
森 文彦 |
| 氏名(カナ) |
モリ フミヒコ |
| 氏名(英語) |
MORI Fumihiko |
| 所属 |
工学部 情報通信工学科 |
| 職名 |
教授 |
| researchmap研究者コード |
7000019189 |
| researchmap機関 |
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Fuzzy Set Theoretical Analysis of Human Membership Values on the Color Triangle - Mapping from the Color Triangle (antecedent) via the Color Triangle (consequent) to the Tone Triangle -
S. Kato, I. Shinomiya, F. Mori, N. Sugano
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The present study considers a fuzzy color system in which three membership functions are constructed on a
color triangle. This system can process a fuzzy input to a color triangle system and output the center of
gravity of three weights associated with respective grades. Three fuzzy sets (red, green, and blue) are
applied to the color triangle relationship. By treating the attributes of redness, greenness, and blueness on
the color triangle, a target color can be easily obtained as the center of gravity of the output fuzzy set. In the
present paper, 0% triangle is consisted of the lines of 0% redness, 0% greenness, and 0% blueness of the
attributes. The colors on 0% triangle map into the right corner of tone triangle (on C or near C). As compare
the inference results for fuzzy inputs with those for crisp inputs, move to W (white region). The input-output
relationship is shown by redness and chromaticness. The inference outputs for crisp inputs and for fuzzy
inputs are obviously different. Those for crisp inputs show vertically linear.
Proco of 3rd International Conference on Pattern Recognition Application and Methods (ICPRAM 2014 Angers)
ICPRAM 2014 Mathematics, Computer Science
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