How can I plot a 2D heatmap in Matplotlib using an n-by-n NumPy array?

I have an n-by-n NumPy array with values between 0 and 1, and I want to create a 2D heatmap where each (i, j) element is represented by a colored square proportional to its value. How do I use Matplotlib to generate this heatmap effectively?

So, from my experience, I often plot 2D heatmaps in Matplotlib using an n-by-n NumPy array by leveraging plt.imshow(). It’s pretty straightforward. Here’s an example:

import matplotlib.pyplot as plt  

plt.imshow(data, cmap='viridis', interpolation='nearest')  
plt.colorbar()  # shows color scale  
plt.show()

This creates a heatmap where each cell’s color reflects the values in your array, mapped between 0 and 1. You can easily tweak the colormap by changing cmap to something like ‘plasma’ or ‘inferno’ depending on your data and visualization preference.

I totally agree with @shilpa.chandel here!

When I need to plot a 2D heatmap from a NumPy array, I always turn to imshow() in Matplotlib. I usually pass the n-by-n array, specify a colormap, and for smoother visualization, I go for interpolation='nearest'. Here’s how I typically do it:

plt.imshow(my_array, cmap='hot', interpolation='nearest')  
plt.colorbar()  
plt.show()

It’s a quick and efficient way to visualize matrix data as a heatmap. A great thing about imshow() is how versatile it is. If you play around with the colormap and interpolation, you can get a good visual representation of your data in no time.

Definitely! Just like @mark-mazay and @shilpa.chandel mentioned, to visualize an n-by-n NumPy array as a heatmap, I always use Matplotlib’s imshow() function. It colors each element based on its value, which is perfect for heatmaps. Here’s a little tweak that I use:

import matplotlib.pyplot as plt  

plt.imshow(array, cmap='coolwarm', vmin=0, vmax=1)  
plt.colorbar()  
plt.title('2D Heatmap')  
plt.show()

The addition of vmin and vmax is key here, as it ensures that your color scale is aligned with your specific data range. I find this step particularly useful when dealing with varying ranges in data, making sure the heatmap is consistent. So, it’s definitely a handy trick for any 2D array you want to visualize!