Department of Organismal Biology and Anatomy, University of Chicago, Chicago, IL 60637, USA.
IEEE Trans Image Process. 2011 Aug;20(8):2260-75. doi: 10.1109/TIP.2010.2101612. Epub 2010 Dec 23.
Several recent advancements in the field of texture analysis prompt some fundamental questions. For instance, what is the true impact of these novel advancements under real-world environments? When do these novel advancements fail to perform? Which methods perform better and under what conditions? In this work, we investigate these and other issues under nonideal image acquisition environments, specifically, environments with changing conditions due to illumination variations and those caused by both affine and nonaffine transformations. We study the performance of nine popular texture analysis algorithms using three different datasets, with varying levels of difficulty. Experiments are performed on nonideal texture datasets under five different setups. We find that most state-of-the-art techniques do not perform well under these conditions. To a large extent, their performance under nonideal conditions depends critically on the nature of the textural surface. Moreover, most techniques fail to perform reliably when the number of classes in the dataset is increased significantly, over the regular-size datasets used in previous work. Multiscale features performed reasonably well against variations caused by illumination and rotation but are prone to fail under changes in scale. Surprisingly, the performance for most of the algorithms is generally stable on structured or periodic textures, even with variations in illumination or affine transformations.
纹理分析领域的一些最新进展引发了一些基本问题。例如,这些新进展在实际环境下的真正影响是什么?这些新进展在什么情况下会失效?哪些方法表现更好,在什么条件下?在这项工作中,我们在非理想的图像采集环境下研究了这些问题和其他问题,特别是由于光照变化和仿射及非仿射变换引起的条件变化的环境。我们使用三个不同的数据集,研究了九种流行的纹理分析算法的性能,这些数据集具有不同的难度级别。在五种不同的设置下,在非理想纹理数据集上进行实验。我们发现,大多数最先进的技术在这些条件下表现不佳。在很大程度上,它们在非理想条件下的性能取决于纹理表面的性质。此外,当数据集的类别数量显著增加时,大多数技术无法可靠地执行,这超过了之前工作中使用的常规大小数据集。多尺度特征在光照和旋转引起的变化方面表现相当好,但在尺度变化下容易失效。令人惊讶的是,即使在光照或仿射变换发生变化的情况下,大多数算法的性能通常在结构化或周期性纹理上是稳定的。