Question

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Does this qualify as the Nirvana fallacy / perfect solution fallacy?

I would appreciate any help you could provide with settling a disagreement as to whether or not the following statement qualifies as an example of the Nirvana fallacy:

It's fine to allow avoidable bad things since unavoidable bad things happen all the time.

To me, this seems to be a very good fit for the Nirvana fallacy or "letting the perfect be the enemy of the good", but another user on the r/fallacy subreddit has raised objections.

asked on Tuesday, Oct 06, 2020 04:09:46 PM by

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Answers

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Bo Bennett, PhD
3

This example is pretty much the definition of the nirvana fallacy . I can see how it might not fit strictly in the definition, but the spirit of the fallacy is certainly present. We can reword this without changing the main idea and have it be a perfect match for the fallacy:

P1. Avoiding all bad things is an ideal solution.
P2. Avoiding only avoidable bad things is a reasonable solution.
C. Since we can't avoid all bad things, it is not worth avoiding any.

answered on Tuesday, Oct 06, 2020 04:18:02 PM by Bo Bennett, PhD

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Felipe Contreras writes:

You are morphing the conclusion. The original conclusion made emphasis on X being frequent , whereas your emphasis is that X can't be avoided. Your conclusion completely ignored the "happen all the time" part. In fact, in the original reasoning it's the frequency was the reason given.

These two arguments are not the same:

  • It's fine to allow speeding, since speeding happens all the time
  • It's fine to allow murder, since we can't avoid murder
posted on Wednesday, Oct 07, 2020 11:45:46 AM
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Bo Bennett, PhD writes:

[To Felipe Contreras]

The original conclusion made emphasis on X being frequent

No. The conclusion is "It's fine to allow avoidable bad things." This says nothing about frequency. Besides, there is no "frequency" exception to this fallacy. Consider the following:

In a perfect world, nobody every speeds.
In this world, people speed frequently.
Therefore, we shouldn't bother trying to stop people from speeding.

Again, this is a classic nirvana fallacy . If you are still not convinced, look at your own reasoning. You said the two are not the same (of course they are not, but that doesn't mean they both aren't fallacious in the same way.) Doesn't murder happen all the time as well? 400,000 people are murdered each year. Now it is not fallacious since it happens "all the time"? Of course not. Frequency is irrelevant. The reason this is fallacious is because we saying we should do nothing (allow) because we can't achieve the ideal outcome.

 

 

[ login to reply ] posted on Wednesday, Oct 07, 2020 02:42:59 PM
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Felipe Contreras writes:
[To Bo Bennett, PhD]

The reason this is fallacious is because we [are] saying we should do nothing (allow) because we can't achieve the ideal outcome.

I understand if that's what was being said, then it would be the nirvana fallacy, but I claim that is not what was said.

I was the one that made the synthetic argument "it's fine to allow speeding, since speeding happens all the time", and I know what gives weight to the argument, it is the why that is important. Your syllogism is pretty far from this argument, and in fact it's not complete; it has hidden premises.

  1. In a perfect world, nobody ever speeds
  2. In this world, people speed frequently
  3. Stopping people from speeding is an imperfect solution
  4. We should reject solutions that are not perfect
  5. Therefore, we shouldn't bother trying to stop people from speeding

This would be the complete argument, but in this argument premise 1 and 2 are immaterial, all that matters is that solution X is imperfect, but you changed the why we shouldn't bother, therefore it's not my argument; it's a strawman of my argument. In your version of my argument the current state of this world doesn't even matter.

In my argument the ideal outcome doesn't matter at all.

[ login to reply ] posted on Wednesday, Oct 07, 2020 06:30:03 PM
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TrappedPrior (RotE) writes:
[To Felipe Contreras]

It's fine to allow speeding, since speeding happens all the time
It's fine to allow murder, since we can't avoid murder

Are these two not logically equivalent?

1) It's fine to allow speeding; since speeding happens all the time (implying we can't avoid it)

2) It's fine to allow murder, since we can't avoid murder (implying that it happens all the time)

Speeding and murder are both illegal and arguably immoral acts that occur all the time in the real world. Despite punishments and social disincentives against them they're still taking place in pretty much every society, so we can say that they're "unavoidable" in the sense that at least a few occurrences will happen, except in an ideal society where there'd be no speeding or murder. We don't have that ideal society, but that doesn't mean we should allow anyone caught speeding to get away, or anyone caught murdering to walk off with a slap on the wrist, for example.

OP's hypothetical conclusion was the same - "it's fine to allow avoidable bad things to happen because unavoidable bad things happen all the time" - and it's fallacious for the same reason. If the emphasis is on reducing harm by preventing bad things, then as many should be dealt with as possible.

[ login to reply ] posted on Thursday, Oct 08, 2020 01:59:17 PM
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-1
Felipe Contreras writes:
[To Rationalissimo]

No, they are not the same. In one the reason is the frequency , in the other it's the unavoidability.

Consider these two:

  • It's fine to allow speeding; since speeding happens once every minute
  • It's fine to allow speeding; since speeding happens once every year

They are both unavoidable, but they are not the same argument. What gives weight to the argument is the amount. An argument that concludes it's OK to lose $1 is different from one that concludes it's OK to lose $1,000,000. To ignore this amount is a mistake.

[ login to reply ] posted on Thursday, Oct 08, 2020 02:33:57 PM
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Bo Bennett, PhD writes:
[To Felipe Contreras]

There are two major problems with your line of reasoning:

1) In these examples, you are creating a massive difference in frequency. There is no comparison in the original argument; it is simply using one frequency "all the time". As pointed out, your reasoning is seriously flawed when we point out that murders, rape, etc. happen "all the time." "Happens all the time" is NOT justification for allowing it to happen.

2) Even the most extreme example, "it is okay to lose some pocket change because it happens all the time," is a non sequitur . It doesn't follow. Ultimately, you are making a claim and you are pointing to the frequency at which something occurs as justification for it occurring (being allowed, acceptable). This is simply not a valid justification.

Back to the nirvana fallacy , I guarantee exploring your line of reasoning would come back to this fallacy. The whole idea of "unavoidable" juxtaposes a world in which the thing in question is avoidable (i.e., a perfect or ideal world.)

I don't know how else I can explain this. I don't think I could possibly be more clear. At this point, I would really consider if you are doing your best to save face with your friend on the argument. Check out this article I wrote which may help you move on from this, if you backed yourself into a corner: https://www.bobennett.com/posts/bobennett/that_ahole_who_is_right.html

[ login to reply ] posted on Thursday, Oct 08, 2020 02:49:00 PM
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Felipe Contreras writes:

"Happens all the time" is NOT justification for allowing it to happen.

Indeed; it's an error in reasoning, but it's not a non sequitur, nor is it the nirvana fallacy.

  1. Losing $1 happens once each month
  2. That which happens all the time can't be that bad
  3. Therefore it's fine to lose $1 once each second

This is clearly fallacy, but it's not the nirvana fallacy. The important part is not that premise 1 is unavoidable; it's that it happens regularly. Because it happens regularly, it is a given that it's survivable. But because it's survivable 1 time a month doesn't mean it's fine 2.6 million times a month.

The fallacy is that the weight of "bad things" is assumed to be zero, so a million times zero is zero. But it is not zero. The fact that you can tolerate X one time doesn't mean you can (or should) tolerate it n times. I don't know if such fallacy has a name.

posted on Thursday, Oct 08, 2020 07:57:32 PM
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TrappedPrior (RotE)
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As Dr Bo said this is the Nirvana Fallacy ("we can't stop all bad things, so it's okay to allow other bad things we can stop to happen anyway.")

The focus should be on preventing as much harm, and thus bad things, as possible - never mind the fact you can't catch 'em all.

answered on Wednesday, Oct 07, 2020 07:13:21 AM by TrappedPrior (RotE)

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DrBill
0

If I rephrase the statement as "why bother doing anything because it won't matter", I think it captures the meaning of the quote without suggesting anything to be done is in any sense "perfect". unless "anything is better than nothing" is being asserted.

"Anything is better than nothing" opens the whole discussion up to analysis, but has multiple sorts of possible fallacies, other than nirvana, since the generalization of "anything" does not claim "anything" [ consider it "any old thing" ] would be perfect or even acceptable, good enough or useful.

 

answered on Wednesday, Oct 07, 2020 12:27:38 PM by DrBill

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Felipe Contreras
0

There's two ways this fallacy could be rewritten:

  1. It's fine to allow avoidable bad things since unavoidable bad things happen
  2. It's fine to allow bad things since bad things happen all the time

In my opinion it's the second argument the one that carries the spirit of the original argument, and it's less incoherent, so that's the one that should be tackled.

The key is understanding that because bad things already "happen all the time" it's assumed such amount of bad things is fine. The fallacy is assuming that because some amount of bad things is fine, any amount of bad things is fine. That's a hasty generalization fallacy.

However, I've recently identified many examples of this fallacy, and I think deserves its own name, which is why I've coined it the "amount fallacy". I wrote a blog post about it, and made a separate question to see if it's indeed uncoined.

answered on Tuesday, Oct 13, 2020 06:40:27 AM by Felipe Contreras

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