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Vol.38, No.0, 287 ~ 298, 2013
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| Title |
| Comparison And Analysis of Paintings Using Fractal Dimension-Focused on Mondrian, Kandinsky, Escher and Jackson Pollock`s Paintings- |
| 김철기 Kim Cheol Ki , 김민정 Kim Min Jung |
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| Abstract |
| Between mathematical theory and plasticity of paintings, the relationship of a degree of association has been found in many of the recent researches. These discovery is the basis that enabling scientific analysis about paintings. In this paper, we analyzed paintings using the fractal dimension among these theories. The fractal dimension is a tool to measure the coarseness and complexity of object`s texture. For experiments, we measured with four painter and 47 images per painter by using the fractal dimension. Throughout experimental results, we could confirm the existence of difference among painters. And we also could confirm the chronological dimension`s movement of each painter. The research results which were analyzed by scientific methods are valuable because they have enough potential for being used in various fields. |
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| Key Words |
| 프랙탈, 프랙탈차원, 미술작품, Fractal, Fractal Dimension, Paintings |
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