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CS-5630 / CS-6630 Visualization for Data Science The Visualization Alphabet: Marks and Channels Alexander Lex alex@sci.utah.edu [xkcd] How can I visually represent two numbers, e.g., 4 and 8 Marks & Channels Marks : represent items or


  1. CS-5630 / CS-6630 Visualization for Data Science The Visualization Alphabet: Marks and Channels Alexander Lex alex@sci.utah.edu [xkcd]

  2. How can I visually represent two numbers, e.g., 4 and 8

  3. Marks & Channels Marks : represent items or links Channels : change appearance based on attribute Channel = Visual Variable

  4. Marks for Items Basic geometric elements 0D 1D 2D 3D mark: Volume, but rarely used

  5. Marks for Links Containment Connection

  6. Containment can be nested [Riche & Dwyer, 2010]

  7. Channels (aka Visual Variables) Control appearance proportional to or based on attributes

  8. Jacques Bertin French cartographer [1918-2010] Semiology of Graphics [1967] Theoretical principles for visual encodings

  9. Bertin’s Visual Variables Marks: Points Lines Areas Position Size (Grey)Value Texture Color Orientation Shape Semiology of Graphics [J. Bertin, 67]

  10. Using Marks and Channels Mark: Line Mark: Point Adding Hue Adding Size Channel: Length, Position Channel: Position +1 categorical attr. +1 quantitative attr. 1 quantitative attribute 2 quantitative attr.

  11. Redundant encoding Length, Position and Value

  12. Good bar chart? Rule: Use channel proportional to data! https://twitter.com/ChaseThomason/status/1118478036507164672?s=19

  13. Types of Channels Magnitude Channels Identity Channels How much? Which Rank? What? Position Shape Length Color (hue) Saturation … Spatial region … Ordinal & Quantitative Data Categorical Data

  14. Channels: Expressiveness Types and E ff ectiveness Ranks Magnitude Channels: Ordered Attributes Identity Channels: Categorical Attributes Position on common scale Spatial region Position on unaligned scale Color hue Length (1D size) Motion Tilt/angle Shape Area (2D size) Depth (3D position) Color luminance Color saturation Curvature Volume (3D size)

  15. What visual variables are used? http://www.nytimes.com/interactive/2013/05/25/sunday-review/corporate-taxes.html

  16. Characteristics of Channels Selective Is a mark distinct from other marks? Can we make out the difference between two marks? Associative Does it support grouping? Quantitative (Magnitude vs Identity Channels) Can we quantify the difference between two marks?

  17. Characteristics of Channels Order (Magnitude vs Identity) Can we see a change in order? Length How many unique marks can we make?

  18. Position Strongest visual variable Suitable for all data types Selective: yes Problems: Associative: yes Sometimes not available (spatial data) Quantitative: yes Cluttering Order: yes Length: fairly big

  19. Example: Scatterplot

  20. Position in 3D? [Spotfire]

  21. Length & Size Good for 1D, OK for 2D, Bad for 3D Easy to see whether one is bigger Aligned bars use position redundantly For 1D length: Selective: yes Associative: yes Quantitative: yes Order: yes Length: high

  22. Example 2D Size: Bubbles

  23. Value/Luminance/Saturation OK for quantitative data when length & size are used. Not very many shades recognizable Selective: yes Associative: yes Quantitative: somewhat (with problems) Order: yes Length: limited

  24. Example: Diverging Value-Scale

  25. ????? Color < < Selective: yes Good for qualitative data (identity channel) Associative: yes Limited number of classes/length (~7-10!) Quantitative: no Does not work for quantitative data! Order: no Lots of pitfalls! Be careful! Length: limited My rule: minimize color use for encoding data use for brushing

  26. Color: Bad Example Cliff Mass

  27. Color: Good Example

  28. Shape ????? < < Great to recognize many classes. No grouping, ordering. Selective: yes Associative: limited Quantitative: no Order: no Length: vast

  29. Chernoff Faces Idea: use facial parameters to map quantitative data Does it work? Not really! Critique: https://eagereyes.org/criticism/chernoff-faces

  30. More Channels

  31. Why are quantitative channels different? S = sensation I = intensity

  32. Steven’s Power Law, 1961 Electric From Wilkinson 99, based on Stevens 61

  33. How much longer? A 2x B

  34. How much longer? A 4x B

  35. How much steeper? ~4x A B

  36. How much larger? 5x A B

  37. How much larger? 2x diameter 4x area area is proportional to diameter squared A B

  38. How much larger (area)? 3x A B

  39. How much darker? 2x A B

  40. How much darker? 3x A B

  41. Position, Length & Angle

  42. Other Factors Affecting Accuracy Alignment Distractors Distance B B A B A A Common scale Unframed Framed Unframed Unaligned Unaligned Aligned … VS VS VS

  43. Cleveland / McGill, 1984 William S. Cleveland; Robert McGill , “Graphical Perception: Theory, Experimentation, and Application to the Development of Graphical Methods.” 1984

  44. Heer & Bostock, 2010

  45. Cleveland & McGill’s Results Positions 1.0 1.5 2.0 2.5 3.0 Log Error Crowdsourced Results Angles Circular areas Rectangular areas (aligned or in a treemap) 1.0 1.5 2.0 2.5 3.0 Log Error Log Error = log2(judged percent - true percent + 1/8)

  46. Jock Mackinlay, 1986 Decreasing [Mackinlay, Automating the Design of Graphical Presentations of Relational Information, 1986]

  47. Channels: Expressiveness Types and E ff ectiveness Ranks Magnitude Channels: Ordered Attributes Identity Channels: Categorical Attributes Position on common scale Spatial region Position on unaligned scale Color hue Length (1D size) Motion Tilt/angle Shape Area (2D size) Depth (3D position) Color luminance Color saturation Curvature Volume (3D size)

  48. Separability of Attributes Can we combine multiple visual variables? T. Munzner, Visualization Analysis and Design, 2014

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