Quality perception and discrimination thresholds in quantised triangle meshes

Aeshah Almutairi, T. Saarela, I. Ivrissimtzis
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Abstract

At certain stages of the graphics pipeline, and most notably during compression for transmission and storage, triangle meshes may undergo a fixed-point arithmetic quantisation of their vertex coordinates. This paper presents the results of a psychophysical experiment, where discrimination thresholds between the original unquantised triangle meshes, and the quantised at various levels of quantisation versions of them, were estimated. The experiment had a two-alternative forced choice design. Our results show that the amount of geometric information of a mesh, as measured by its filesize after compression, correlates with the discrimination threshold. On the other hand, we did not find any correlation between the discrimination thresholds and the quality of the underlying meshing, as measured by the mean aspect ration of the mesh triangles.
量化三角形网格的质量感知和判别阈值
在图形管道的某些阶段,特别是在传输和存储的压缩过程中,三角形网格可能会对其顶点坐标进行定点算术量化。本文介绍了一项心理物理实验的结果,其中估计了原始未量化三角形网格和在不同程度上量化的三角网格之间的区分阈值。实验采用了两种选择的强制选择设计。我们的研究结果表明,一个网格的几何信息的数量,作为其压缩后的文件大小测量,与识别阈值相关。另一方面,我们没有发现区分阈值与底层网格质量之间的任何相关性,正如网格三角形的平均纵横比所衡量的那样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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