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When it comes to coding, non-programmers do not have to be in a defensive position worried that their job is under risk, instead they just see a great tool that saves them time, especially doing boring coding like dashboards, visualizations, interactive web-pages, or doing experiments that they otherwise would not have time for.
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Mathematicians are a kind of programmers, the original ones.
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Why are mathematicians a kind of programmers? Besides applied maths, aren't they more researchers that explore and discover, in contrast to the majority of programmers who are more like handymen?
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Metamathematics, by Kleene, is programming in maths. Theoretical computer science is maths. A lot of foundations work is programming. Coding itself is like an extended problem set from a maths class. LaTeX itself is programming.

The difference to me is one of directionality - maths research is seeing a far off island and getting there by hook or by crook; bridge, draining the swamp, inventing an airplane or boat, whatever it takes. Software engineering is like covering a plain with tiles - every feature is ultimately filled in and the underlying beauty is obscured by a fractal of complexity required by the ever growing requirements.

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> Metamathematics, by Kleene, is programming in maths.

Ookay.

Back in the day i was confused by 'Linear programming', which is optimisation and has nothing to do with coding.

> every feature is ultimately filled in and the underlying beauty is obscured by a fractal of complexity required by the ever growing requirements.

Right. I would say Mathematics tries to unobscure (patterns in) nature. Engineering is creating tools, sometimes leveraging natural patterns. But yeah, Fourier or Laplace definitely created tools, too.

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Disagree. Programming is about sequences (behavior, state, data, etc), math is about relations.
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"When it comes to a field I'm not an expert in, AI is a great tool."

Every time.

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Tao is not an expert in math research? That's a really high bar then.
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Yes, because AI gets the "shape" of something right. If you don't know the field you don't notice the pockmarked surface.
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I think the opposite is true.
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So does anyone familiar with the Gell-Mann amnesia effect.
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Or he just finds it an incredible time-saving tool to help him do more maths.
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The well-known shadowy bias and conflict of interest of "I just enjoy experimenting with this new thing".
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I do not think he's shilling; I think you misread the tone of my comment. Added an extra word now to maybe make the intent clearer.

That said, I do think "honeymoon phases" are a real source of bias. But then I don't think he's going through one of those either. He's been trying to leverage these models for a while now after all.

He might still be under a more general "tech adoption trend" bias, but at that point I'd say the lines become a bit blurry.

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