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Comment by paldepind2

5 hours ago

From the article:

> Jevons Paradox: when something gets cheaper, you tend to use more of it, not less.

That's a butchering of Jevons paradox. What's stated is not a paradox, but a very natural effect. Obviously usage of something goes up when it gets cheaper.

What Jevons paradox actually describes is the situation where usage of a resource becomes more efficient (which means less of it is needed for a given task), but still the total usage of that resource increases.

> What Jevons paradox actually describes is the situation where usage of a resource becomes more efficient (which means less of it is needed for a given task), but still the total usage of that resource increases.

Why is this stated as a paradox? One simple cause is the given task being performed more than it was before because it is now cheaper (since it uses fewer resources).

  • One of the classic examples is highway traffic. You want to prevent traffic jams, so you increase the number of lanes. However, now that there are more lanes, people see less “cost” in driving, leading to even more people driving (e.g. to go on more day trips or as alternative to public transport). This can cause the traffic jams to become even worse.

    So, increased efficiency can sometimes not lead to reduced latency, which goes against our natural thinking.

> Obviously usage of something goes up when it gets cheaper.

Sure.

But is it not also obvious that when usage of a resource becomes more efficient, the price of that ”usage” becomes cheaper?

So usage goes up obviously because efficiency increases.

It is called a paradox because some people naively think that increasing efficiency is a good way to decrease consumption.

Almost everything that is called a ”paradox” is this obvious.

Should the paradox not be that we PAY more for it? Or, if some process is made more effective, i.e. takes shorter time, we spend more time in that process.

  • Jevons paradox starts with some resource being used more efficiently.

    A classic example could be coal. The first steam engines used a ton of coal, but over time more efficient steam engines where created that used way less coal.

    One might think that this caused the global coal usage to go down. But the opposite happened, as the overall cost of doing something with a steam engine went down.

    Note, that the price of coal itself can remain fixed in this example. So Jevons principle is not (directly) about a resource changing in value.

    If LLMs make codes cheaper to produce, then obviously more code will be produced. That's not an instance of Jevons paradox even though the article claims so.

    You could say that LLMs means that we can create software with less of the resource that is human software engineers. So one might think that we'll need less software engineers in the future. If, on the other hand, we end up needing more software engineers, then that'll be an instance of Jevons paradox. But the article is not making that claim.

  • The paradox is usually presented as:

    The People: Hey local government! The roads are so packed with cars they are useless. Fix it!

    The Government: We hear you and just finished a huge road expansion project. The roads now have 2x the capacity! Enjoy the new fast roads!

    The People: The roads are just as slow as before because they are packed with 2X as many cars now!

    So, the paradox is that greatly increasing the capacity of the roads led to the roads being just as slow as before. Maybe even slower. This is because there previously were lots of potential uses of the roads that people did not enact because it would not have been worth the hassle. But, now with 2X the capacity, those uses become viable. So, more people find more uses of the roads up until it gets right back to the limit of everyone patience.

    Apply this to coding and you can predict: Coding is much faster and easier now. So, why are all my coders still so busy?

  • Yes. Jevon's paradox is that if we need less X to do a single Y, we end up using more X doing Y.

    Anyway, it's an specific observation about a single X, Y pair. It some times happens with other things, but anybody claiming it's a universal rule don't know what they are talking about.

  • Yes, I believe you are correct (but imprecise which is why the other commenter disagreed with you).

    We pay less per unit, but we pay more in total.

  • No, we pay less for it. But there's much higher demand so overall use goes up.

    • Right. That is not a paradox as stated.

      The paradox would be:

        * a TV used to be really expensive. So a home just had one
      
        * over time TVs become half the price.
      
        * now a home has 3 TVs, i.e paying 150% of what they initially payed.