and the only person cheeky enough to claim otherwise is Meta.
Quote from: Verbatim on August 31, 2016, 10:42:46 AMand the only person cheeky enough to claim otherwise is Meta.literally wat
Quote from: Meta Cognition on August 31, 2016, 11:18:56 AMQuote from: Verbatim on August 31, 2016, 10:42:46 AMand the only person cheeky enough to claim otherwise is Meta.literally watyou've argued many times that it's possible to prove a negative, which would technically nullify any burden of proof out there
I can just apply Hitchen's razor and call it a day.
"There is no unicorn in my shed". Excuse me while I go prove this.
Quote from: Meta Cognition on August 31, 2016, 11:22:14 AM"There is no unicorn in my shed". Excuse me while I go prove this.i mean, you've made at least a dozen threads about it
the unicorn could be invisible and ethereal
What's your point? It's absolutely, utterly, totally incorrect to think you can't prove a negative.
you literally cannot prove that there's not
Quote from: Verbatim on August 31, 2016, 11:28:22 AMthe unicorn could be invisible and etherealAt which point I would fall back on epistemic noncognitivism, and claim that something defined entirely with non-empirical metaphysics is functionally meaningless, making the proposition void in the first instance.
You can demonstrate the non-existence of a certain thing, depending upon its supposed empirical content.[. . .]Oh, I should also say "prove", in this instances, means "demonstrate the probability of". You can't prove anything.
Quote from: Meta Cognition on August 31, 2016, 11:31:19 AMQuote from: Verbatim on August 31, 2016, 11:28:22 AMthe unicorn could be invisible and etherealAt which point I would fall back on epistemic noncognitivism, and claim that something defined entirely with non-empirical metaphysics is functionally meaningless, making the proposition void in the first instance. this is what we call a "copout"the functional meaninglessness of some entity does not demonstrate its nonexistence
[...] we could go to the point where what you're defining is no longer a bear [...]
No, but if you have a totally non-empirical entity neither its existence nor non-existence is demonstrable. . .
precisely
The key here is that it's entirely possible to disprove propositions with well-defined empirical content. If you say to me "there is a perfectly normal black bear with no supernatural abilities sitting in my living room eating from a jar of honey" I can quite easily disprove this. I mean, even if you change the proposition I have still proven the negative of the original proposition, since there would certainly be no "perfectly normal black bear" turning invisible.
but i would just like to point out that that is not a negative assertion
The nature of subjectivity eliminates the possibility of objectively proving anything.
Quote from: Verbatim on August 31, 2016, 11:41:42 AMpreciselySo where the hell do you even disagree with me?
What I'm arguing is that all negative assertions are non-empirical by nature. We can seek empirical data to help assure us that the assertion is true or false, but empiricism only goes so far. In reality, there are limitless explanations for any given phenomena that go beyond empiricism.
Quote from: Meta Cognition on August 31, 2016, 11:22:14 AM"There is no unicorn in my shed". Excuse me while I go prove this.edit: i misread thisthe unicorn could be invisible and ethereal"There is no visible, corporeal unicorn in my shed."it could just be hiding when you look--you literally cannot prove that there's not
Quote from: Meta Cognition on August 31, 2016, 01:04:37 PMQuote from: Grozny on August 31, 2016, 12:42:30 PMThe nature of subjectivity eliminates the possibility of objectively proving anything.It's pretty clear that, in this instance, "prove" means "demonstrate the probability of". You can't absolutely prove any synthetic proposition.So why worry about anything beyond the immediately practical?
Quote from: Grozny on August 31, 2016, 12:42:30 PMThe nature of subjectivity eliminates the possibility of objectively proving anything.It's pretty clear that, in this instance, "prove" means "demonstrate the probability of". You can't absolutely prove any synthetic proposition.