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Am Neumarkt 😱

@amneumarkt

Technologies

Machine learning and other gibberish See also: https://sharing.leima.is Notebooks: https://datumorphism.leima.is

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Side 4 af 58 · 687 opslag

Publiceret 18. nov.

#ai Yeah, just import antigravity. Google Antigravity https://antigravity.google/

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Publiceret 13. nov.

#fun Lol citing the onion in a research paper... https://ajba.um.edu.my/index.php/JAT/article/download/11954/7915

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Publiceret 12. nov.

#fun https://openreview.net/forum?id=wktBQXOtQS&noteId=r2XiHtQZaX

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Publiceret 6. nov.

#ai https://arxiv.org/abs/2511.02824

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Publiceret 3. nov.

#ai This is more than language models. Somehow many forecasting models also almost fall inside the realm. Somehow the root of this is the latent space. Time series models even classical ones, have enlarged latent space, which is more or less embedding patterns with higher dimensions. However this paper is a bit fishy. I just can't trust the proof of theorem 2.2. Language Models are Injective and Hence Invertible https://arxiv.org/abs/2510.15511

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Publiceret 1. nov.

#ai I ran into this quite interesting paper when exploring embeddings of time series. In the past, the manifold hypothesis has always been working quite well for me regarding physical world data. You just take a model, compress it, do something in the latent space, decode it, damn it works so well. The latent space is so magical. To me, the hyperparameters for the latent space has always been some kind of battle between the curse of dimensionality and the Whitney embedding theorem. Then there comes the language models. The ancient word2vec was already amazing. It brings in the questioin of why embeddings works unbelievably well in language models and it bugs me a lot. If you think about it, regardless of the model, embedding has been working so well. This hints that language embeddings might be universal. There is the linear representation hypothesis, but it is weird as it is missing the global structure. This paper provides a bit more clarity. The authors used a lot of assumptions but the proposal is interesting in the sense that the cosine similarity we used is likely a tool that depends on the distance on the manifold of the continuous features in the backstage. https://arxiv.org/abs/2505.18235v1

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Publiceret 1. nov.

#misc Attention Authors: Updated Practice for Review Articles and Position Papers in arXiv CS Category https://blog.arxiv.org/2025/10/31/attention-authors-updated-practice-for-review-articles-and-position-papers-in-arxiv-cs-category/

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Publiceret 28. okt.

#misc https://www.reddit.com/r/singularity/s/n9msKlNeAo

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Publiceret 27. okt.

#ai AI to juniors is more or less a "fuck you in particular" thingy. https://digitaleconomy.stanford.edu/publications/canaries-in-the-coal-mine/

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Publiceret 23. okt.

#ai https://x.com/Google/status/1981403118803046686

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Publiceret 21. okt.

#cloud Thinking about the recent aws outage, this classical piece of work is still relevant after so many years. The paradox of automation, or cloud infra, is so real.

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