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Using secondary school maths to demystify AI

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Re: Using secondary school maths to demystify AI

#91
post #80

Earlier quoted context omitted.

And the counter argument is also exactly the same. Imagine you take one neuron from a brain and replace it with an artificial piece of electronics (e.g. some transistors) that only generates specific outputs based on inputs, exactly like the neuron does. Now replace another neuron. And another. Eventually, you will have the entire brain replaced with a huge set of fundamentally super simple transistors. I.e. a comput…

It seems like the brain "just" being a giant number of neurons is an assumption. As I understand it's still an area of active research, for example the role of glial cells. The complete function may or may not be pen and paper-able.

> The complete function may or may not be pen and paper-able.

Would you mind expanding on this? At a base read, it seems you implying magic exists.

Re: Using secondary school maths to demystify AI

#93
post #37
post #190

[stub for offtopicness] (in this case, thinkiness)

Do we think? By every scientific measure we have the answer is no. It’s just electrical current taking the path of least resistance through connected neurons mixed with cell death. The fact a human brain peaks at IQ around 200 is fascinating. Can the scale even go higher? It would seem no since nothing has achieved a higher score it must not exist.

3 years ago this is the kind of posts that end up in /r/im14andthisisdeep

Re: Using secondary school maths to demystify AI

#94
post #2
post #190

[stub for offtopicness] (in this case, thinkiness)

I love the idea of educating students on the math behind AI to demystify them. But I think it's a little weird to assert "AI is not magic and AI systems do not think. It’s just maths." Equivalent statements could be made about how human brains are not magic, just biology - yet I think we still think.

We don't know how brains work.

Re: Using secondary school maths to demystify AI

#95
post #16
post #2

Earlier quoted context omitted.

I love the idea of educating students on the math behind AI to demystify them. But I think it's a little weird to assert "AI is not magic and AI systems do not think. It’s just maths." Equivalent statements could be made about how human brains are not magic, just biology - yet I think we still think.

I agree saying "they don't think" and leaving it at that isn't particularly useful or insightful, it's like saying "submarines don't swim" and refusing to elaborate further. It can be useful if you extend it to "they don't think like you do". Concepts like finite context windows, or the fact that the model is "frozen" and stateless, or the idea that you can transfer conversations between models are trivial if you kno…

> Concepts like

> finite context windows

like a human has

> or the fact that the model is "frozen" and stateless,

much like a human adult. Models get updated at a slower frequency than humans. AI systems have access to fetch new information and store it for context.

> or the idea that you can transfer conversations between models are trivial

because computers are better-organized than humanity.

Re: Using secondary school maths to demystify AI

#96
post #89
post #39

Earlier quoted context omitted.

Human brains might not be explained by the same type of math AI is explained with, but it will be some kind of math...

There's no reason to believe this to be the case. Godel says otherwise.

Please explain, because this interpetation of "Godel" is highly nonstandard.

Re: Using secondary school maths to demystify AI

#97
post #95
post #16

Earlier quoted context omitted.

I agree saying "they don't think" and leaving it at that isn't particularly useful or insightful, it's like saying "submarines don't swim" and refusing to elaborate further. It can be useful if you extend it to "they don't think like you do". Concepts like finite context windows, or the fact that the model is "frozen" and stateless, or the idea that you can transfer conversations between models are trivial if you kno…

> Concepts like > finite context windows like a human has > or the fact that the model is "frozen" and stateless, much like a human adult. Models get updated at a slower frequency than humans. AI systems have access to fetch new information and store it for context. > or the idea that you can transfer conversations between models are trivial because computers are better-organized than humanity.

> much like a human adult.

I do hope you're able to remember what you had for lunch without incessantly repeating it to keep it in your context window

Re: Using secondary school maths to demystify AI

#98

Earlier quoted context omitted.

Thinking is undefined so all statements about it are unverifiable.

Statements like "it is bound by the laws of physics" are not "verifiable" by your definition, and yet we safely assume it is true of everything. Everything except the human brain, that is, for which wild speculation that it may be supernatural is seemingly considered rational discussion so long as it satisfies people's needs to believe that they are somehow special in the universe.

> it satisfies people's needs to believe that they are somehow special in the universe.

Is it only humans that have this need? That makes the need special, so humans are special in the universe.

Re: Using secondary school maths to demystify AI

#99
post #94
post #2

Earlier quoted context omitted.

I love the idea of educating students on the math behind AI to demystify them. But I think it's a little weird to assert "AI is not magic and AI systems do not think. It’s just maths." Equivalent statements could be made about how human brains are not magic, just biology - yet I think we still think.

We don't know how brains work.

We really don't know how consciousness works. The popular theories that it's emergent might be proven correct, or might be proven to be like the idea that phlogiston built up in a vacuum, putting out flames.

Re: Using secondary school maths to demystify AI

#100
post #26

Earlier quoted context omitted.

Formal reasoning is defined, informal reasoning very much isn't.

At the end of the day most people would agree that if something is able to solve a problem without a lookup table / memorisation that it used reasoning to reach the answer. You are really just splitting hairs here.

What do "most" people thinking about LLMs, then?

The "hair-splitting" underlies the whole GenAI debate.

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