To be falsifiable is to be able to be shown as false.
Agree? — creativesoul
"Butter melts at less than one hundred degrees" — creativesoul
No true statement is falsifiable.
True statements cannot be falsified.
To be falsifiable is to be able to be shown as false.
If a statement cannot be shown as false, then it is unfalsifiable.
To be falsifiable is to be able to be shown as false.
Agree?
— creativesoul
Well yeah, vaguely, but that's exactly where the thread started. — bongo fury
If we lose "statements" and stick with predictions, things change rather remarkably.
If we arrive at something which contradicts it, we aught pause and reconsider.
Right but we don't know if it is true or false. When we say something could be falsified. We mean, if if it were false. What it refers to has qualities that allow for counter-evidence. It's a different type of 'can' or 'could'. And it is subjunctive. There is a subjunctive implicit in the sentence. If it were the case that is is false (and right now we do not know if it is) we will be able to falsify it. Some things that are false need nto have this aspect. I get your point, and perhaps it should be made more explicit in a description of falsifiability, but I think it also rests on an equivocation.In order for a claim to be falsifiable it must already be false... or it's a prediction... which is neither true or false at the time it's first spoken/uttered. — creativesoul
I find no issue with that, so it's something to keep in mind. If we arrive at something which contradicts it, we aught pause and reconsider. — creativesoul
the question is whether there is any problem with saying that a particular piece of butter (a particular statement) satisfies "melts at some temperature less than 100°C"... — bongo fury
this problem that you're referring to. — creativesoul
But the question is whether there is any problem with saying that a particular piece of butter (a particular statement) satisfies "melts at some temperature less than 100°C" (satisfies "renders counter-examples verifiable") even though it never got the chance to melt (to render a counter-example verifiable), because I ate it cold (because it had no counter-examples). — bongo fury
It's a complex, ill-posed and frankly outdated assertion. Firstly, an observation O can only materially entail the contradiction of a hypothesis H in a closed finite world. For in an open-world, the meaning of the material implication O => ~H isn't empirically reducible to observations, and is instead an auxiliary hypothesis, A, which isn't itself entailed by some other observation on pain of infinite regress. So in an open world we have A => ( O => ~H) , and hence O => (~A OR ~H) — sime
For in an open-world, the meaning of the material implication O => ~H isn't empirically reducible to observations, and is instead an auxiliary hypothesis, A, which isn't itself entailed by some other observation on pain of infinite regress. So in an open world we have A => ( O => ~H) , and hence O => (~A OR ~H)
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