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fchollet's profile
François Chollet
François Chollet
François Chollet
Verified account
@fchollet

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François CholletVerified account

@fchollet

Deep learning @google. Creator of Keras. Author of 'Deep Learning with Python'. Opinions are my own.

United States
fchollet.com
Joined August 2009

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    1. François Chollet‏Verified account @fchollet Oct 19

      A common beginner mistake is to misunderstand the meaning of the term "interpolation" in machine learning. Let's take a look ⬇️⬇️⬇️

      21 replies 392 retweets 1,905 likes
      Show this thread
    2. François Chollet‏Verified account @fchollet Oct 19

      Some people think it always refers to linear interpolation -- for instance, interpolating images in pixel space. In reality, it means interpolating *on a learned approximation of the latent manifold of the data*. That's a very different beast!

      2 replies 13 retweets 193 likes
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    3. François Chollet‏Verified account @fchollet Oct 19

      Let's start with a very basic example. Consider MNIST digits. Linearly interpolating between 2 MNIST samples does not produce a MNIST sample, but blurry images: pixel space is not linearly interpolative for digits!pic.twitter.com/JTjGGqwHjr

      1 reply 14 retweets 159 likes
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    4. François Chollet‏Verified account @fchollet Oct 19

      However, if you interpolate between two digits *on the latent manifold of the MNIST data*, the mid-point between two digits still lies on the manifold of the data, i.e. it's still a plausible digit.

      3 replies 6 retweets 97 likes
      Show this thread
    5. François Chollet‏Verified account @fchollet Oct 19

      Here's a very simple way to visualize what's going on, in the trivial case of a 2D encoding space and a 1D latent manifold. For typical ML problems, the encoding space has millions of dimensions and the latent manifold has 2D-1000D (could be anything really).pic.twitter.com/nxTU6BJCbA

      2 replies 14 retweets 149 likes
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    6. François Chollet‏Verified account @fchollet Oct 19

      But wait, what does that really mean? What's a "manifold"? What does "latent" mean? How do you learn to interpolate on a latent manifold?

      2 replies 4 retweets 69 likes
      Show this thread
    7. François Chollet‏Verified account @fchollet Oct 19

      Let's dive deeper. But first: if you want to understand these ideas in-depth in a better format than a Twitter thread, grab your copy of Deep Learning with Python, 2nd edition, and read chapter 5 ("fundamentals of ML"). It covers all of this in detail.https://www.manning.com/books/deep-learning-with-python-second-edition?a_aid=keras&a_bid=76564dff …

      3 replies 20 retweets 231 likes
      Show this thread
    8. Aakash Kumar Nain‏ @A_K_Nain Oct 19
      Replying to @fchollet

      It's out? Time to grab my copy! 😎😎

      1 reply 0 retweets 0 likes
      François Chollet‏Verified account @fchollet Oct 19
      Replying to @A_K_Nain

      Shipping in 10 days! It's been at the printer for the past 1.5 weeks.

      11:19 AM - 19 Oct 2021
      • 2 Likes
      • Adrian Moses 🚢 Aakash Kumar Nain
      1 reply 0 retweets 2 likes
        1. Aakash Kumar Nain‏ @A_K_Nain Oct 19
          Replying to @fchollet

          Oh okay! Waiting eagerly 🥳🥳

          0 replies 0 retweets 1 like
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