Why science based on induction is flawed

Started by SatanLucy

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#1 •••
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#2 •••
@SatanLucy

I5 does not mean science is invalid. It means it’s logical foundation is less secure than we might intuitively believe.

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#3 •••
@SatanLucy
It works in a way of "ok, so far everywhere we observed, A was true, so A is true everywhere, even where we didn't observe"


Isn't this deductive reasoning?


P1: If A was true everywhere we observed, A is true everywhere

P2: A was true everywhere we observed.

C: A is true everywhere


It's bad reasoning, but deductive reasoning is only as good as it's premises.

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#4 •••
@Debby

15 what?


Bananas.

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#5 •••
@SatanLucy

If A does not conform to A then it is no longer A.


We therefore perhaps, should for example refer to it as A+ or A-.


Thereby A will always remain A, whenever and wherever.

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#6 •••
@Savant
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#7 •••
@Savant
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#8 •••
@SergeantLynch
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#9 •••
@SergeantLynch
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#10 •••
@SatanLucy

My point is the issue isn't unique to inductive reasoning. Additionally, you could take valid deductive reasoning and phrase it as inductive reasoning and it would be a good argument. The format doesn't determine the strength of the argument. Also you will always have unproved premises in order to avoid circular reasoning or an infinite chain.

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#11 •••
@Savant
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#12 •••
@SatanLucy
Of course, but it still remains an issue.

Your post is specifically blaming the issue on inductive logic even though we both agree that the issue is with the argument and not the logic used.


If starting premise is based on laws of logic, or on point that violations of laws of logic are a fallacy, starting premise is always true to anyone who accepts that logic exists and is a foundation of everything

"People who agree with the starting premise a priori will agree with the argument." Yes I agree, and since we can convert inductive logic to deductive logic without changing the argument, we can do the same there.


I think you clearly agree with this, since your posts are based on examples and not collections of syllogisms. Heck, your initial post is almost entirely inductive logic.

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#13 •••
@Savant
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#14 •••
@Savant
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#15 •••
@SatanLucy

I think you are conflating induction with just bad argumentation/fallacies? Proper induction would hedge and account for uncertainty, while proper deduction accounts for uncertainty in the base rules. A lot of super forecasters probably use inductive logic effectively. And you can use inductive logic to generate better hypotheses, which means it can increase the probability of something being true.


For example, inductive logic makes it pretty likely P is not NP, even though it's not proven. Additionally if you see mostly black cats in your neighborhood it makes it more likely they're all black, for all you knew before they were all purple but you eliminated a lot of alternatives.


There's a lot we can't prove that is nonetheless still likely, so induction is necessary.

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#16 •••
@Savant
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#17 •••
@SatanLucy

Those aren't rules of induction, those are rules of bad induction.

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#18 •••
@Savant
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#19 •••
@SatanLucy
And what are rules of good induction? Do tell.

Making reasonable assumptions based on intuition. Like if you travel across the country and look online and everyone you see is cheering for a specific candidate and he won the last 10 elections in a row, he's more likely to win the election than the guy everyone says they hate.

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#20 •••
@SatanLucy
Biggest problem with inductive reasoning is a huge leap of faith from specific to absolute.


Inductive reasoning doesn't yield absolute conclusions, and that is a strength of science not a flaw.

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Take the risk of thinking for yourself, much more happiness, truth, beauty, and wisdom will come to you that way. - Christopher Hitchens

#21 •••
@SkepticalOne

I mean I don't think the uncertainty itself is a strength. Being aware of the uncertainty is though.

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#22 •••
@Savant
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#23 •••
@SkepticalOne
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#24 •••
@SatanLucy

I agree with that, it's basically extrapolating out of distribution which isn't super reliable. And tbf, I had difficulty buying the AI doom format until I could formalize it more deductively. Like I agreed with a lot of the premises but it seemed like there were gaps in reaching the conclusion. Doesn't mean deductive logic is always right, but it can be easier to follow.

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#25 •••
@Savant
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#26 •••
@Savant

Yes, acknowledging uncertainty is a strength.

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Take the risk of thinking for yourself, much more happiness, truth, beauty, and wisdom will come to you that way. - Christopher Hitchens

#27 •••
It is actually a flaw, because a lot of people get wrong conclusions due to induction.


Induction works in scenarios where uncertainty is built in. I mean, how exactly do you use deductive reasoning to determine what the next card will be in a shuffled deck? The conclusion cant be absolute because the variables are not absolute.


It's like you're comparing apples and oranges and criticizing apples because you cant make orange juice out of them.

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Take the risk of thinking for yourself, much more happiness, truth, beauty, and wisdom will come to you that way. - Christopher Hitchens

#28 •••
@SkepticalOne
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#29 •••
@SatanLucy
My issue is that probability as a way to reduce uncertainty only works if we assume unobserved will follow same probability as observed

Probability doesn't reduce uncertainty, it measures it.

Usually by knowing which cards aren't in the deck and which groups of cards are more present, so the ones which are have higher probability of being drawn.

We don't always have clean numbers to make precise calculations, and we are forced to use intuition to guess at the uncertainty. Intuition is still better than nothing though, it's basically a form of a priori knowledge.

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#30 •••
@SergeantLynch

Sorry typo. It should read induction.

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