A fully generalized over operator with applications to image composition in parallel visualization for big data science

Dongliang Chu, C. Wu, Zongmin Wang, Yongqiang Wang
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引用次数: 1

Abstract

The over operator is commonly used for α-blending in various visualization techniques. In the current form, it is a binary operator and must respect the restriction of order dependency, hence posing a significant performance limit. This paper proposes a fully generalized version of this operator. Compared with its predecessor, the fully generalized over operator is not only n-operator compatible but also any-order friendly. To demonstrate the advantages of the proposed operator, we apply it to the asynchronous and order-dependent image composition problem in parallel visualization for big data science and further parallelize it for performance improvement. We conduct theoretical analyses to establish the performance superiority of the proposed over operator in comparison with its original form, which is further validated by extensive experimental results in the context of real-life scientific visualization.
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一个完全广义的over算子及其在大数据科学并行可视化图像合成中的应用
在各种可视化技术中,过算符通常用于α-混合。在目前的形式下,它是一个二进制运算符,必须遵守顺序依赖的限制,因此造成了很大的性能限制。本文提出了该算子的一个完全广义版本。与它的前身相比,完全广义上算子不仅兼容n算子,而且是任意阶友好的。为了证明所提出的算子的优势,我们将其应用于大数据科学并行可视化中的异步和顺序依赖的图像合成问题,并进一步并行化以提高性能。我们进行了理论分析,与原始形式相比,建立了所提出的over算子的性能优势,并通过实际科学可视化背景下的大量实验结果进一步验证了这一点。
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