this post was submitted on 13 Jul 2023
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Yes, and the math is all publicly documented.
Oh boy! Link, please!
No, I'm not your Google. You can easily read the background of Stable Diffusion and see it's based on Markov chains.
You need to do your own homework. I'm not doing it for you. What I will do is lay this to rest:
https://en.wikipedia.org/wiki/Stable_Diffusion
https://jalammar.github.io/illustrated-stable-diffusion/
https://stable-diffusion-art.com/how-stable-diffusion-work/
https://www.pcguide.com/apps/how-does-stable-diffusion-work/
https://www.vegaitglobal.com/media-center/knowledge-base/what-is-stable-diffusion-and-how-does-it-work
So, I'll have to give you that you're trivially right that Stable Diffusion does use a Markov Chain, but as it turns out, I had the same misconception as you did, that that was some sort of mathematical equation. A markov chain is actually just a process where each step depends only on the step immediately before it, and it most certainly doesn't mean that you're right about Stable Diffusion not using a neural network. Stable Diffusion works by feeding the prompt and partly denoised image into the neural network over some given number of steps (it can do it in a single step, although the results are usually pretty messy). That in and of itself is a Markov chain. However, the piece that's actually doing the real work (that essentially does a Rorschach test over and over) is a neural network.