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Vocabulary flashcards covering key concepts from Information Visualization, including color scales, visualization types, and smoothing techniques.
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Categorical Variable Mapping Order
The sequence in which categorical variables are assigned to aesthetics, which is very important because different orders will reveal different patterns.
Qualitative color scale
A type of color scale used for categorical data without an inherent order.
Divergent color scale
A color scale that branches out in two directions from a central midpoint, often used to show deviation from a mean or zero.
Sequential color scale
A color scale that uses a single hue or a range of similar hues to represent ordered data values.
Accent color scale
A color scale specifically designed to highlight certain data points against a more neutral background.
Ridgeline plot
A visualization consisting of multiple density plots that are shifted and stacked along the y-axis.
geom_parallel_sets()
A function within the ggforce package used in ggplot2 to create parallel set plots.
Mosaic plot
A standard geometric mapping used for the visualization of multiple proportions simultaneously.
Treemap
A visualization style for multiple proportions that uses nested rectangles to represent data hierarchies.
Parallel sets
Visualizations used for multiple categorical variables, typically effective for a small number of variables (fewer than 3).
Dimensionality reduction
A group of techniques used in visualization that are only effective if there are correlated variables within the dataset.
Bubble chart
A type of scatter plot where point size represents a variable; it often requires scale discretization for effective human interpretation of the continuous sizes.
Pair plot
A matrix of scatter plots used to visualize multiple dimensions, though it cannot work for an arbitrarily large number of dimensions due to complexity.
Moving average
A smoothing technique adopted for visualizations to reduce noise in time-series data.
Splines
A technique used for smoothing visualizations by fitting polynomial curves to the data points.
Function fitting
A method that creates a trendline with a fitted functional form and parameters, which can be interpreted more easily than a general smoothing curve.