Quantifying aesthetic beauty through its dimensions: a case study on trochoids

Noor Deenina Hj Mohd Salleh, S. Phon-Amnuaisuk
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引用次数: 2

Abstract

This paper examines the aesthetic dimensions of the patterns generated from trochoids. A virtual trochoid was implemented and its parameters were varied to generate various patterns. These patterns were evaluated by a group of 101 participants. Inspired by Birkhoffs concept of measuring aesthetics, order to complexity, we calculated order as the quality related to composition and complexity as the quality related to the intricacy of the structure. The result of this experiment suggests that the aesthetic measure was able to predict at least half of the preferred patterns by the participants and that those with art experience were more developed in considering a balanced composition. There were also certain patterns that both the experienced and non-experienced participants agreed on. This was further analysed using Arnheims theory of compositional weight, where size, colour, negative space and central perceptual force determines whether the trochoids had a sense of unity in its composition. To quantify these factors, the patterns ink density, ink distribution and ink gradient were measured. Our findings suggest that Birkhoffs aesthetic measure reveals useful aesthetic information of trochoid patterns and that patterns that are cohesive appears to be more appealing.
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通过其维度来量化美感:以菱形肌为例
本文探讨了由菱形肌生成的图案的美学维度。实现了一种虚拟三面形,通过改变其参数来生成各种图案。101名参与者对这些模式进行了评估。受birkhoff衡量美学的概念的启发,从秩序到复杂性,我们将秩序作为与构成相关的质量,将复杂性作为与结构复杂性相关的质量。这个实验的结果表明,审美标准至少能够预测一半的参与者喜欢的图案,而那些有艺术经验的人在考虑平衡构图方面更发达。还有一些模式是经验丰富和没有经验的参与者都同意的。使用阿恩海姆的构图权重理论进一步分析了这一点,其中大小,颜色,负空间和中心感知力决定了菱形在构图中是否具有统一性。为了量化这些因素,测量了油墨密度、油墨分布和油墨梯度的模式。我们的研究结果表明,Birkhoffs美学测量揭示了齿状突图案的有用美学信息,并且具有凝聚力的图案似乎更有吸引力。
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