But I have given multiple real world examples of where they do matter now.
Have a look at the posts by
@ChronicallyOverIt. All mathematics PhD students are outperformed in problem solving by models, where costs are marginal (I think it was you who mentioned that graduate students are cheap but they still "cost" thousands per month). People won't have to spend thousands on tokens that outperform people in these professions in the near future. This is becoming the accepted argument as far as I can see. Pricing of current models and future investment doesn't really matter in that argument. Someone can rather "easily" build a model that is just focused on running a "outperform current mathematicians in problem solving and programmers code" with negligle costs and investment. The argument is that in those scenarios there is little need for future investments. One can argue whether that is true, for example mathematicians or programmers could shift focus and discover that whilst classical problem solving cannot be done by them anymore there are other tasks where they outperform LLMs (Tao listed a few of those, I also wonder whether "mathematical model selection" could be something like that, since it appears to be less described as an "optimisation procedure" in the literature).
To perform biological experiments (which I think is the core push if your argument) physical interactions and equipment are also needed. Are those costs vanishing too?
Yes, that is a much harder argument because there is a genuine need for extrapolation and you have to predict the future costs (which is not really the case above) and investments necessary in robotics. Which nobody knows. It is far harder to predict and that is why it should be openly discussed by experts in the different disciplines today, after all entire disciplines are at stake. If one runs under the assumption that the largest bottleneck is programming skills that are equivalent to those of humans, then I believe you eventually land in the above scenario again, at least if the necessary computing grows somewhat linearly rather than exponentially. Whether or not that is true, can be debated. If it is resource scarce materials, then the situation may be different.
To you both, people can buy into the idea that costs will drop forever to nothing and that infinite abundance will take them away.
But this is not my argument at all. I'm not talking about Moore's law.
I agree they will drop but the extrapolation of the argument to me is unsound.
You don't have to extrapolate for mathematics and programming. That's the point. For robotics the situation may be different and the question is whether you end up in the first scenario again or not.
It is not based in evidence and is an argument used by certain people to bypass a lot of scrutiny.
No, it is the reality currently faced by mathematicians and programmers. They are faced with extinction if they are unable to have larger conversations. I'm not talking about the Elon's of the world with an never ending investment chase to chase AGI or whatever "costs don't matter" arguments they come up with.
One can also debate the "true" costs of energy, but I think that is not the argument you're making even if it is something that should be discussed by the greater society. The reality seems to unfortunately ignore it even if icebears are soon to vanish.