How to Use Violin Plots for Deep Data Distribution Insights

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Apr 16, 2025 By Tessa Rodriguez

When you’re exploring a dataset, summary statistics like the mean or median often fall short. They tell you about the center of your data but not much about its overall shape. That’s where violin plots shine. These plots offer a detailed look at how values are spread across a variable, combining the simplicity of box plots with the richness of density plots.

This guide explores violin plots as a visual tool to understand data distribution more deeply. Whether you’re a beginner trying to grasp how data varies or someone fine-tuning model inputs, this is a must-know chart in your data science toolkit.

What Is a Violin Plot?

A violin plot is a hybrid between a box plot and a kernel density plot. It provides a mirrored view of a data distribution’s probability density around a central axis. In simple terms, it not only shows where the data is centered and how spread out it is, but also how the data is shaped—where values concentrate and where they’re sparse.

Unlike box plots, which just show quartiles and medians, violin plots show the full distribution. You can visually detect skewness, multimodality (multiple peaks), and outliers with more clarity.

Main Components of a Violin Plot

Understanding how to read a violin plot starts with knowing what its parts represent:

  • White dot in the center: This marks the median value of the dataset.
  • Thick bar in the middle: Represents the interquartile range (25th to 75th percentile).
  • Thin line: Extends to the minimum and maximum non-outlier values.
  • Violin shape: Shows the kernel density estimate. Wider sections represent higher data density.

This density plot component is what gives the violin plot its name—the symmetrical shape often resembles the body of a violin.

Kernel Density Estimation (KDE) in Violin Plots

The violin shape is constructed using a method called Kernel Density Estimation. KDE is a way to estimate the probability density function of a dataset, smoothing out the data so you can see where values are concentrated.

Three core parts of KDE:

  • Kernel Function: Assigns weight to each point, typically using a Gaussian function.
  • Bandwidth: Controls the level of smoothness. A larger bandwidth gives smoother curves, while a smaller one shows more bumps and details.
  • Summation: Combines all individual kernels to produce the overall density curve.

In violin plots, the KDE is mirrored along the axis, giving it the recognizable violin shape. This representation gives immediate visual clues about the presence of clusters, gaps, or outliers in the data.

When to Use Violin Plots?

Violin plots are especially useful when:

  • You're comparing distributions across multiple groups.
  • You want to detect patterns, such as bimodal or skewed distributions.
  • You're analyzing simulation results or residuals in model evaluations.

Because they combine both visual density and statistical summary, violin plots are often more informative than box plots alone.

Violin Plot vs. Box Plot vs. Density Plot

Here’s a quick comparison of these common distribution tools:

Feature

Violin Plot

Box Plot

Density Plot

Shows median

Yes

Yes

No

Displays quartiles

Yes

Yes

No

Detects outliers

Yes

Yes

No

Visualizes density

Yes

No

Yes

Reveals multimodal data

Yes

No

Yes

As seen above, violin plots pack the best of both worlds—statistical summary and data shape.

Reading Violin Plots: What to Look For

When you examine a violin plot:

  • Width of the plot at a given value tells you how many observations are near that point. Wider = more data.
  • Symmetry suggests balanced distributions, while asymmetry hints at skewness.
  • Multiple bumps in the shape suggest multiple modes (peaks), indicating subgroups in the data.
  • Outliers are usually small dots outside the main shape, giving insight into rare or extreme values.

Even without numerical labels, a well-designed violin plot provides a powerful visual summary of complex data.

Grouped Violin Plots for Deeper Comparisons

Violin plots become even more powerful when comparing groups. For instance:

  • Side-by-side violins allow comparisons of different categories.
  • Split violins show two related distributions (e.g., before and after treatment).
  • Colored violins enhance distinction across multiple dimensions.

This grouping makes violin plots ideal for comparing distributions in segmented data, like customer categories, experiment groups, or feature groups.

Customizing Violin Plots

Several elements can be customized to make violin plots more informative:

  • Orientation: Horizontal violins can save space and improve readability.
  • Points overlay: Show raw data points for more transparency.
  • Bandwidth tuning: Adjust KDE bandwidth for more or less smoothness.
  • Color encoding: Use different colors for subgroups or categories.

All these options allow data professionals to tailor the plot to fit their exact needs and audience.

Tips for Creating Effective Violin Plots

To make the most out of your violin plots, it’s important to approach their design with intention and care. Violin plots are especially useful when dealing with datasets that are multimodal, skewed, or contain non-normal distributions, as they can reveal underlying patterns that box plots might miss. However, to enhance their clarity:

  • Consider overlaying raw data points (such as jittered scatter plots or swarm plots) when the sample size is small. This gives context and reinforces the distribution insights.
  • If helpful, include summary statistics like the median or quartiles to make interpretation easier for viewers who are less familiar with violin plots.
  • KDE bandwidth settings must be carefully selected. A bandwidth that’s too large may oversmooth the plot and hide important structure, while one that’s too small might exaggerate noise.
  • For categories with very few observations, avoid overinterpreting the density curve, as it may not represent the population accurately.

These thoughtful practices ensure that your violin plots remain both visually appealing and analytically reliable.

Conclusion

Violin plots offer a unique advantage in data visualization. By combining the statistical insight of box plots with the detail of density plots, they allow you to fully grasp how data is spread across categories. Whether you’re working through feature distributions or evaluating model outputs, they offer a valuable perspective.

Though they may require some getting used to, violin plots help unlock deeper insights hidden within your data. When precision and clarity matter—especially in complex datasets—these plots become an essential visualization choice.

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