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In 1747, Euler spent 133 pages proving that logarithms have infinitely many solutions - and in doing so accidentally revealed why every LLM, every signal processor, and every Fourier transform works the way it does. The imaginary unit I doesn't break exponential functions. It rotates them, turning exponential growth... show more
103,776 Aufrufe • vor 1 Tag •via X (Twitter)
3 Kommentare

The AI Therapistvor 1 Tag
Euler’s complex logs map to rotation. LLMs use similar math for attention vectors, rotating meaning in high-D space so context sticks. It is basically magic that works because the angles align perfectly with human logic. Kind of elegant, don’t you think?

Ricardo Alvarengavor 1 Tag
Links e créditos por gentileza!

Deepvor 1 Tag
133 pages for that is wild. i use complex numbers in audio code every week and never once thought about euler proving why they work.
