使用重叠直方图和机器学习的3D模型识别

Justin Salisi, Edmund Yao, Emilie Zhang, S. Raschke, Nigel Halsted, Thom Bellaire, Michal Aibin
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引用次数: 2

摘要

我们提出了三种不同的方法,通过对象内随机选择的顶点对之间的欧几里得距离进行3D模型识别。第一种方法涉及通过bin数组进行比较,并用作基线解决方案。来自输入对象的数据必须在与之比较的数据的40%以内。至少80%的比较数据必须匹配,才能被归类为可能的对象。第二种方法使用距离直方图与概率直方图的直接比较。通过使用直方图,我们可以直观地对比输入和比较数据。最后,基于输入数据计算超平面,利用支持向量机对目标进行分类。我们的结果表明,通过直方图重叠比较,我们能够正确分类85%的被测试对象。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
3D Models Recognition Using Overlap Histograms and Machine Learning
We propose three different methods to conduct 3D model recognition through Euclidean distances between pairs of randomly selected vertices within the object. The first method involves comparison through a bin array and is used as a baseline solution. Data from the input object must be within 40% of the data it is being compared to. At least 80% of the compared data must be matched in order to be classified as a possible object. The second method uses a direct comparison of distance vs. probability histograms. By using histograms, we can contrast the input to the comparative data visually. Lastly, we use Support Vector Machine to classify the object’s class by computing a hyperplane based on input data. Our results show that by using our histogram overlap comparison, we are able to classify 85% of tested objects correctly.
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