In this article, a glyph-based conceptual framework is presented for interactive sorting of multivariate data, which is one of the most common analytical tasks performed on individual attributes of a multi-dimensional data set.
Abstract:
Glyph-based visualization is an effective tool for depicting multivariate information. Since sorting is one of the most common analytical tasks performed on individual attributes of a multi-dimensional data set, this motivates the hypothesis that introducing glyph sorting would significantly enhance the usability of glyph-based visualization. In this paper, we present a glyph-based conceptual framework as part of a visualization process for interactive sorting of multivariate data. We examine several technical aspects of glyph sorting and provide design principles for developing effective, visually sortable glyphs. Glyphs that are visually sortable provide two key benefits: 1) performing comparative analysis of multiple attributes between glyphs and 2) to support multi-dimensional visual search. We describe a system that incorporates focus and context glyphs to control sorting in a visually intuitive manner and for viewing sorted results in an Interactive, Multi-dimensional Glyph (IMG) plot that enables users to perform high-dimensional sorting, analyse and examine data trends in detail. To demonstrate the usability of glyph sorting, we present a case study in rugby event analysis for comparing and analysing trends within matches. This work is undertaken in conjunction with a national rugby team. From using glyph sorting, analysts have reported the discovery of new insight beyond traditional match analysis.
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Q1. What contributions have the authors mentioned in the paper "Glyph sorting: interactive visualization for multi-dimensional data" ?
In this paper, the authors present a glyph-based conceptual framework as part of a visualization process for interactive sorting of multivariate data. The authors examine several technical aspects of glyph sorting and provide design principles for developing effective, visually sortable glyphs. The authors describe a system that incorporates focus and context glyphs to control sorting in a visually intuitive manner and for viewing sorted results in an Interactive, Multi-dimensional Glyph ( IMG ) plot that enables users to perform high-dimensional sorting, analyse and examine data trends in detail. To demonstrate the usability of glyph sorting, the authors present a case study in rugby event analysis for comparing and analysing trends within matches. This work is undertaken in conjunction with a national rugby team.
Q2. What is the way to use glyphs in performance analysis?
Glyph sorting is an effective means for multivariate analysis and can be used to enhance the usability of glyph-based visualization and enrich the users with alternative sorting strategies for revealing trends.
Q3. What is the way to display glyphs in a sorting plane?
Since ordering in a sorting plane is one of the most effective and widely recognised representations for data analysis (e.g., scatter plot), the authors position the glyphs along the two primary sorting axes.
Q4. How do the authors represent time using a clock visual metaphor?
The authors represent time using a clock visual metaphor, where time and duration is mapped to location (or orientation) and length of the time handle.
Q5. What is the key requirement in glyph sorting?
Given that visual separability of variables is a key requirement in glyph sorting, the authors avoid overloading a single channel (e.g., colour) by encoding this attribute using size.
Q6. What is the main benefit of the glyph-based visual analytic system?
It allows users to interactively control the sorting process by populating sort keys within the linked IMG plot ina visually intuitive manner.
Q7. What is the main benefit of the glyph-based system?
Their glyph-based, sorting system utilises a focus and context glyph-based user-interface for selecting sort keys [see supplementary video].
Q8. What is the axis length of the sub regions?
The sub regions are defined as Li+1 ∈ [−δi+1,+δi+1] such that:δi+1 = |Li|2max f k ·µ, µ ∈ [0,1) (3)in which the coefficient µ is used to adjust the maximum length of each sub region.
Q9. Why is it possible to combine two attributes?
Because both attributes are of ratio type and continuous, it is possible to combine such data using an integrated encoding, for maximising channel capacity.