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Perceptual Guidelines for Creating Rectangular Treemaps

机译:创建矩形树图的感知准则

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Treemaps are space-filling visualizations that make efficient use of limited display space to depict large amounts of hierarchical data. Creating perceptually effective treemaps requires carefully managing a number of design parameters including the aspect ratio and luminance of rectangles. Moreover, treemaps encode values using area, which has been found to be less accurate than judgments of other visual encodings, such as length. We conduct a series of controlled experiments aimed at producing a set of design guidelines for creating effective rectangular treemaps. We find no evidence that luminance affects area judgments, but observe that aspect ratio does have an effect. Specifically, we find that the accuracy of area comparisons suffers when the compared rectangles have extreme aspect ratios or when both are squares. Contrary to common assumptions, the optimal distribution of rectangle aspect ratios within a treemap should include non-squares, but should avoid extremes. We then compare treemaps with hierarchical bar chart displays to identify the data densities at which length-encoded bar charts become less effective than area-encoded treemaps. We report the transition points at which treemaps exhibit judgment accuracy on par with bar charts for both leaf and non-leaf tree nodes. We also find that even at relatively low data densities treemaps result in faster comparisons than bar charts. Based on these results, we present a set of guidelines for the effective use of treemaps and suggest alternate approaches for treemap layout.
机译:树形图是充满空间的可视化效果,可以有效利用有限的显示空间来描绘大量的分层数据。创建感知有效的树图需要仔细管理许多设计参数,包括纵横比和矩形的亮度。而且,树形图使用面积对值进行编码,发现面积不如其他视觉编码(例如长度)的判断准确。我们进行了一系列受控实验,旨在为创建有效的矩形树图提供一套设计准则。我们没有发现亮度影响面积判断的证据,但是观察到纵横比确实有影响。具体来说,我们发现,当比较的矩形具有极高的宽高比或两者均为正方形时,面积比较的准确性会受到影响。与通常的假设相反,树形图中矩形纵横比的最佳分布应包括非正方形,但应避免极端。然后,我们将树图与分层条形图显示进行比较,以识别长度编码的条形图不如区域编码的树形图有效的数据密度。我们报告了树形图显示的判断准确度与叶子和非叶子树节点的条形图相同的过渡点。我们还发现,即使在相对较低的数据密度下,树形图也比条形图进行比较的速度更快。基于这些结果,我们提出了一套有效使用树图的准则,并提出了树图布局的替代方法。

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