I would not buy a calculator that hallucinated wrong answers part of the time. Or a microwave oven that told you it grilled the chicken but it didn't and you have to die from Salmonella poisoning.
I would not buy a calculator that hallucinated wrong answers part of the time. Or a microwave oven that told you it grilled the chicken but it didn't and you have to die from Salmonella poisoning.
Like:
1- Put it on the edge of the plate, not in the middle
2- Check every X seconds and give it a stir
3- Don't put metal in
4- Don't put sealed things in
5- Adjust time for wetness
6- Probably don't put in dry things? (I believe you needed water for a microwave to really work? Not sure, haven't tried heating a cup of flour or making a caramel in the microwave)
7- Consider that some things heat weirdly, for example bread heats stupid quick and then turns into stone equally as quick once you take it out.
...
(I’ve heard the fans that you hear are there to reflect the micro waves and make them bounce all over the place but I don’t know if that’s true. Regardless, most models have a spinning plate which will constantly reposition the food as it cooks.)
Older microwaves had a fan-like metal stirrer inside the cooking box, that would continuously re-randomize where the waves went. This has been out of fashion for several decades.
Composition is part of it, but it isn’t the whole story. A microwave oven is a resonant cavity. There are standing electromagnetic waves in there, in several different modes. They have peaks and nulls. That’s why many microwaves have a rotating plate. It physically moves the food relative to the standing waves.
If you want a compromose, invest in an air fryer. It has the opposite problem, so cook 80% in an air fryer and let the microwave finish the center.
Obviously if one product hallucinated and one doesn't it's a no brainer (cough Intel FPUs). But in a world where the only calculators were available hallucinated at the 0.5% level you'd probably have one in your pocket still.
And obviously if the calculator hallucinated at the 90% of the time for a task which could otherwise be automated you'd just use that approach.
Slide rule are good for only a couple of digits of precision. That's why shopkeepers used abacuses not slide rules.
I have a hard time understanding your hypothetical. What does it mean to hallucinate at the 0.5% level? That repeating the same question has a 0.5% chance of giving the wrong answer but otherwise it's precise? In that case you can repeat the calculation a few times to get high certainty. Or that even if you repeat the same calculation 100 times and choose the most frequent response then there's still a 0.5% chance of it being the wrong one?
Or that values can be consistently off by within 0.5% (like you might get from linear interpolation)? In that case you are a bit better than a slide rule for estimating, but not accurate enough for accounting purposes, to name one.
Does this hypothetical calculator handle just plus, minus, multiply, and divide? Or everything that a TI 84 can handle? Or everything that WolframAlpha can handle?
If you had a slide rule and knew how to use it, when would you pay $40/month for that calculator service?
https://en.wiktionary.org/wiki/couple - "(informal) a small number"
FWIW, "Maximum accuracy for standard linear slide rules is about three decimal significant digits" - https://en.wikipedia.org/wiki/Slide_rule
While yes, "Astronomical work also required precise computations, and, in 19th-century Germany, a steel slide rule about two meters long was used at one observatory. It had a microscope attached, giving it accuracy to six decimal places" (same Wikipedia page), remember that this thread is about calculating devices one might carry in one's pocket, have on one's self, or otherwise be able to "grab".
(There's a scene in a pre-WWII SF story where the astrogators on a large interstellar FTL spacecraft use a multi-meter long slide rule with a microscope to read the vernier scale. I can't remember the story.)
My experience is that I can easily get two digits, but while I'm close to the full three digits, I rarely achieve it, so I wouldn't say you get three decimal digits from a slide rule of the sort I thought was relevant.
I'm a novice at slide rules, so to double-check I consulted archive.org and found "The slide rule: a practical manual" at https://archive.org/details/sliderulepractic00pickrich/page/...
> With the ordinary slide rule, the accuracy obtainable will largely depend upon the precision of the scale spacings, the length of the rule, the speed of working, and the aptitude of the operator. With the lower scales it is generally assumed that the readings are accurate to within 0.5 per cent. ; but with a smooth-working slide the practised user can work to within 0.25 per cent
That's between 2 and 3 digits. You wouldn't do your bookkeeping with it.
New Merriam-Webster dictionary, 1989, def. 4 "an indefinite small number" - https://archive.org/details/newmerriamwebste00spri/page/180/...
Pocket Oxford English dictionary, 2005, def. 3 "(informal) an indefinite small number" - https://archive.org/details/pocketoxfordengl0000unse_p5e4/pa...
The Random House college dictionary, 1975, def. 6, "a couple of, (Informal) a small number of, a few"
Shopkeepers did integer math, not decimal. They had no need for a slide rule, an abacus is faster at integer math, a slide rule is used for dealing with real numbers.
So should AI also indicate this to me? That the job will suck, and there would be bad coworkers around me in the job?
We teach our kids about microwave oven safety for this reason.
As an anecdote, in my country there is a very popular brand of supermarket pizzas, Casa Tarradellas. I never buy them but a friend of mine used to eat them really frequently. So once he shows up at my house with one, and I say OK, I'm going to heat it. I serve it, he tries a bite and is totally blown away. He says "What did you do? I've been eating these pizzas for years and they never taste like this, this is amazing, the best Casa Tarradellas pizza I've ever had".
The answer was that he used the microwave and I had heated it in the regular oven...
I have never had that issue when heating stuff up. Your pizza example is not reheating (and generally you never want to reheat anything that’s supposed to be crispy in the microwave; though not on the stove top either).
They do a lot more things though, which microwaves don't. Pizza, for example, has to be cooked properly, not with a microwave. If I can only have one, I'll take the mini conventional oven.
(thanks Rory Sutherland for this analogy)
Alec Watson of Technology Connections points out that GPS routing defaults to minimizing time, even when that may not the most logical way to get somewhere.
His commentary, which starts at https://youtu.be/QEJpZjg8GuA?t=1804 , is an example of his larger argument about the complacency of letting automation do things for you.
His example is a Google Maps routing which saves one minute by going a long way to use a fast expressway (plus $1 toll), rather than more direct but slower state routes and surface streets. It optimizes one variable - time - of the many variables which might be important to you - wear&tear, toll costs, and the delight of knowing more about what's going on in the neighborhood.
His makes the point that he is not calling for a return to paper maps, but rather to reject automation complacency, which I'll interpret as letting the GPS figure everything out for you.
We've all heard stories of people depending on their GPS too much then ending up stuck on a forest road, or in a lake, or other place which requires rescue - what's the equivalent failure mode with a calculator?
I'm also aware of the failure modes with GPS complacency, including its incomplete knowledge of the variables that I find important.
And that's with something that makes mistakes far less often than LLMs and related technology.
Which is why I don't think that your mention of GPS use is a strong counter-example to bryanrasmussen's comment against using hallucinating devices.
I use it all the time, pretty much zero issues.
I don't know how to respond to your comment in that context.
Do you double-check your calculator all the time, to ensure it's not giving you the wrong answer?
As to Alec Watson's commentary about GPS, how do you know the area well enough to make judgements if you always follow the GPS routing which avoids the neighborhood?
If I spend a lot of time in an area I learn it and don't need gps to navigate it, however I might use gps just to find specific addresses as I don't usually memorize every street name. I also usually find that Google maps chooses perfectly sensible routes anyway, I don't see much point in trying to second guess it. Oh maybe I can save a minute or two or save a few kilometers by avoiding a highway, honestly who cares? I certainly don't. It will usually offer multiple route alternatives anyway, your ideal route or something close to it is probably among them.
However, I do have a pressure cooker and a rice cooker that gets a lot of use. They're extremely reliable and don't use much electricity and I can schedule what they do, which is bulk cooking without me having to care about it while it happens.
If an LLM hallucinates and you don't know better, it can be bad. Hopefully people are double checking things that really matter, but some things are a little harder to fact check.
I just type the address into Google maps, or place a pin manually, then hit the start button. It'll tell me every step of the way. Keep right at the fork. In a hundred meters, turn left. Turn left. Take the second exit in the roundabout. Your destination is a hundred meters ahead on the right.
It's great and it works almost flawlessly. Even better if you have a passenger able to keep an eye on it for those times when it isn't flawless.
Citation needed.
If I do know the area, I can simply find the area and then drive straight there. There's still value in my mind of being aware of your environment.