Am I the only one getting agitated by the word AI?

https://discuss.tchncs.de/post/10040937

Am I the only one getting agitated by the word AI? - tchncs

Am I the only one getting agitated by the word AI (Artificial Intelligence)? Real AI does not exist yet, atm we only have LLMs (Large Language Models), which do not think on their own, but pass turing tests (fool humans into thinking that they can think). Imo AI is just a marketing buzzword, created by rich capitalistic a-holes, who already invested in LLM stocks, and now are looking for a profit.

I saw a streamer call a procedurally generated level “ai generated” and I wanted to pull my hair out
I think these two fields are very closely related and have some overlap. My favorite procgen algorithm, Wavefuncion Collapse, can be described using the framework of machine learning. It has hyperparameters, it has model parameters, it has training data and it does inference. These are all common aspects of modern “AI” techniques.
I thought “Wavefunction Collapse” is just misnamed Monte Carlo. Where does it use training data?
WFC is a full method of map generation. Monte Carlo is not.

WFC is a full method of map generation. Monte Carlo is not afaik.

MC is a statistical method, it doesn’t have anything to do with map generation. WFC is a form of MC.

To answer your question, the original paper on WFC uses training data, hyperparameters, etc. They took a grid of pixels (training data), scanned it using a kernal of varying size (model parameter), and used that as the basis for the wavefunction probability model. I wouldn’t call it AI though because it doesn’t train or self-improve like ML does.

Could you share the paper? Everything I read about WFC is “you have tiles that are stitched together according to rules with a bit of randomness”, which is literally MC.

I don’t think WFC can be described as an example of a Monte Carlo method.

In a Monte Carlo experiment, you use randomness to approximate a solution, for example to solve an integral where you don’t have a closed form. The more you sample, the more accurate the result.

In WFC, the number of random experiments depends on your map size and is not variable.

Sorry, I should have been more specific - it’s an application of Markov Chain Monte Carlo. You define a chain and randomly evaluate it until you’re done - is there anything beyond this in WFC?
I’m not an expert on Monte Carlo methods, but reading the Wikipedia article on Markov Chain Monte Carlo, this doesn’t fit what WFC does for the reasons I mentioned above. In MCMC, your get a better result by taking more steps, in WFC, the number of steps is given by the map size, it can’t be changed.
I’m not talking about repeated application of MCMC, just a single round. In this single round, the number of steps is also given by the map size.