Dual Space Coupling Model Guided Overlap-free Scatterplot

zeyu li, RuiZhi Shi, Yan Liu, Shizhuo Long, Ziheng Guo, Shichao Jia, Jiawan Zhang

View presentation:2022-10-19T20:57:00ZGMT-0600Change your timezone on the schedule page
2022-10-19T20:57:00Z
Exemplar figure, described by caption below
In our paper, we contributed a dual space coupling model that introduces a new design space for promising overlap removal algorithm and interaction paradigm for large-scale scatterplots. We also developed an overlap-free scatterplot visualization method based on the model, which shows competitive advantages compared with the state-of-the-art overlap removal methods.

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Abstract

The overdraw problem of scatterplots seriously interferes with the visual tasks. Existing methods, such as data sampling, node dispersion, subspace mapping, and visual abstraction, cannot guarantee the correspondence and consistency between the data points that reflect the intrinsic original data distribution and the corresponding visual units that reveal the presented data distribution, thus failing to obtain an overlap-free scatterplot with unbiased and lossless data distribution. A dual space coupling model is proposed in this paper to represent the complex bilateral relationship between data space and visual space theoretically and analytically. Under the guidance of the model, an overlap-free scatterplot method is developed through integration of the following: a geometry-based data transformation algorithm, namely DistributionTranscriptor; an efficient spatial mutual exclusion guided view transformation algorithm, namely PolarPacking; an overlap-free oriented visual encoding configuration model and a radius adjustment tool, namely $f_{r_{draw}}$. Our method can ensure complete and accurate information transfer between the two spaces, maintaining consistency between the newly created scatterplot and the original data distribution on global and local features. Quantitative evaluation proves our remarkable progress on computational efficiency compared with the state-of-the-art methods. Three applications involving pattern enhancement, interaction improvement, and overdraw mitigation of trajectory visualization demonstrate the broad prospects of our method.