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Carlo Lepelaars
@carlolepelaars
Data Science | Kernels Master and 3x Expert: kaggle.com/carlolepelaars
Server-sidecarlolepelaars.nlJoined July 2018

Carlo Lepelaars’s Tweets

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In this new Notebook I explore several techniques for doing convolutions and go on a hunt for the fastest conv implementation! Along the way you'll learn about Fourier transforms, Toeplitz matrices, , JAX and JIT compilation. kaggle.com/code/carlolepe (1/2)
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Question remains: Why aren't all modern CNNs implemented using Fast Fourier Transforms? There is loss in interpretability, but for many applications the speedup looks worth it. It seems there haven't been many innovations in Fourier CNNs since 2017: link.springer.com/chapter/10.100 (2/2)
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This amazing Youtube channel is becoming even more awesome! Go check it out if you like AI and Games, but somehow are not subscribed to this channel yet! 😎
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Today is a new beginning. 2023 is a big year of change for 'AI and Games' on YouTube. To explain what's coming - and how you can help support it - check out the full video linked to here. LINK: youtu.be/QcGF6zP8SsY Let's write a 🧵on all the big changes. 1/20
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Excited to be working on NumerBlox again! 🔨 Some big compatability improvements on the roadmap! Curious to hear from participants on what they are struggling with when it comes to (daily) model inference & deployment. Open to consider integrating it in NumerBlox!
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We just released numerblox v0.5! Biggest update is support for easily downloading the new @numerai v.4.1 (Sunshine) dataset. Check out the code snippet below to get started. Repo: github.com/crowdcent/nume Docs: crowdcent.github.io/numerblox pip install numerblox (1/3)
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Lexica! 💕 Looking forward to see how this website will evolve in 2023!
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The images on Lexica's home feed are now *significantly* better. It's absolutely insane how far Stable Diffusion has come in 4 months. Here's to an even more hype 2023! 🥂 lexica.art
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What do you call this distribution?! Beautiful! 👀😁😎 In a game of darts you have to either finish by throwing in a double section or in the bullseye. For low values you can use 1 or 2 throws. With <171 points to go you can finish a round (i.e. leg), which is called a checkout.
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Example use case: evaluating the payoff of a long iron condor near maturity. The highest payoff occurs from a large price move in either direction. Both losses and profits are bounded (assuming Black-Scholes pricing, position stays balances and no options are exercised, etc.).
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Would love to talk with quant/derivative traders about what functionality would be most helpful. I'm thinking of integrating some visualizations to see the payoff of these option structures in various scenarios. Please let me know if are open to talk and/or contribute! (2/3)
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blackscholes v0.1.0 is out! In this version I introduce 4 well-known option structures. 1. Straddle 2. Strangle 3. Butterfly 4. Iron Condor Below an example of how you would retrieve attributes for a "Long Iron Condor", which consists of 2 call options and 2 put options. (1/3)
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