[파이썬] seaborn 레지덴스 플롯(Residual plot)

Welcome to another blog post on seaborn, a popular data visualization library in Python. In this post, we will explore the residual plot, also known as the residplot function in seaborn.

But first, let’s understand what a residual plot is and why it is useful for data analysis.

What is a Residual Plot?

A residual plot is a graphical tool that allows us to assess the goodness of fit of a regression model. It helps us understand how the fitted values differ from the actual values of the dependent variable. The plot consists of the residuals on the y-axis and the predicted values on the x-axis.

Why use a Residual Plot?

Residual plots are valuable for several reasons:

  1. Checking Linearity: A residual plot can help us identify non-linear relationships between the independent and dependent variables. If the plot shows a clear pattern or curvature, it indicates non-linearity.

  2. Evaluating Homoscedasticity: Homoscedasticity refers to the constant variance of the errors. A residual plot with a consistent spread around zero indicates homoscedasticity.

  3. Detecting Outliers: Outliers are observations with unusually large or small residuals. Residual plots can help in identifying these outliers.

  4. Assessing Independence: Residual plots can help us check if there is any correlation or pattern left in the residuals after fitting the regression model.

Residual Plot in seaborn

Seaborn provides a convenient function called residplot for creating residual plots. Let’s see how to use it with an example.

import seaborn as sns
import matplotlib.pyplot as plt

# Load dataset
tips = sns.load_dataset("tips")

# Create a linear regression plot with residuals
sns.residplot(x="total_bill", y="tip", data=tips)

# Show the plot
plt.show()

In the code above, we first import seaborn and matplotlib.pyplot. We then load a sample dataset called “tips” that comes bundled with seaborn. Finally, we use the residplot function to create a residual plot with the “total_bill” as the x-axis variable and “tip” as the y-axis variable.

Conclusion

Residual plots are an essential tool in assessing the goodness of fit of a regression model. Seaborn provides a simple and intuitive way to create these plots with the residplot function.

Next time you are working on a regression problem, consider using a residual plot to gain insights into your model’s performance.

I hope you found this blog post helpful and informative. Stay tuned for more exciting topics on data visualization with seaborn! ```