Readit Newsecto commented on The Singularity will occur on a Tuesday campedersen.com/singulari... · Posted by u/ecto
ecto commented on The Singularity will occur on a Tuesday campedersen.com/singulari... · Posted by u/ecto
ecto commented on The Singularity will occur on a Tuesday campedersen.com/singulari... · Posted by u/ecto
> Polynomial growth (t^n) never reaches infinity at finite time. You could wait until heat death and t^47 would still be finite. Polynomials are for people who think AGI is "decades away."
> Exponential growth reaches infinity at t=∞. Technically a singularity, but an infinitely patient one. Moore's Law was exponential. We are no longer on Moore's Law.
Huh? I don't get it. e^t would also still be finite at heat death.
exponential = mañana
ecto commented on Ask HN: When will LLMs generate professional-level CAD models? · Posted by u/dsrtslnd23
Hey there! I'm open sourcing https://campedersen.com/cad0 today! It's not professional-level yet (about a week old) but I think the next model generation could get there
Eh? No, that's literally the definition of exponential growth. d/dx e^x = e^x