Let's look again at what we're talking about:
>>> I think it’s that people tend to build up “logical” conclusions where they think each step is a watertight necessity that follows inevitably from its antecedents, but actually each step is a little bit leaky, leading to runaway growth in false confidence.
>> As a former mechanical engineer, I visualize this phenomenon like a "tolerance stackup". Effectively meaning that for each part you add to the chain, you accumulate error.
> I saw an article recently that talked about stringing likely inferences together but ending up with an unreliable outcome because enough 0.9 probabilities one after the other lead to an unlikely conclusion.
> Edit: Couldn't find the article, but AI referenced Baysian "Chain of reasoning fallacy".
The only term in there you could google is "tolerance stackup". The rest is people making ad-hoc descriptions of things. Except for "Chain of reasoning fallacy" which is a fake term. So I'm not surprised you didn't find anything in google, and I can't provide you anything from google. There is nothing "concrete" to ask for when it comes to some guy's ad-hoc description, you just have to read it and do your best.
And everything I said was referring back to those posts, primarily the last one by robocat. I was not introducing anything new when I used the terms "string" and "chain". I was not referring to any scientific definitions. I was only talking about the concept described by those three posts.
Looking back at those posts, I will confidently state that the concept they were talking about does not include markov chains. You're not having a stroke, it's just a coincidence that the word "chain" can be used to mean multiple things.
> I was not referring to any scientific definitions.
Yet, you confidently argued against ones that were stated.If you're going to speak out your ass, at least have the decency to let everyone know first.
You told them they were wrong, that it could go either way.
That's not true.
What they were talking about cannot go either way.
You were never talking about the same thing as them. I gave you the benefit of the doubt by thinking you were trying to talk about the same thing as them. Apparently I shouldn't have.
You can't win this on definitions. They were talking about a thing without using formal definitions, and you replied to them with your own unrelated talk, as if it was what they meant. No. You don't get to change what they meant.
That's why I argued against your definition. Your definition is lovely in some other conversation. Your definition is not what they meant, and cannot override what they meant.
I'm aware of the Chain Rule of Probability, but this isn't the only type you will find the term "chain" in statistics. Hell, the calculus Chain Rule is still used there too! So forgive me for being flustered but you are literally arguing to me that a Markov Chain isn't a chain. Maybe I'm having a stroke, but I'm pretty sure the word "chain" is in Markov Chain.