It looks like you're using an Ad Blocker.
Please white-list or disable AboveTopSecret.com in your ad-blocking tool.
Thank you.
Some features of ATS will be disabled while you continue to use an ad-blocker.
originally posted by: BelowLowAnnouncement
a reply to: Profusion
I always viewed it as a position of wisdom, not a belief set. Just like Socrates with, "I know that I know nothing". He doesn't mean that he actually knows nothing.
originally posted by: BelowLowAnnouncement
a reply to: Profusion
I always viewed it as a position of wisdom, not a belief set. Just like Socrates with, "I know that I know nothing". He doesn't mean that he actually knows nothing.
originally posted by: Profusion
Do you have proof that Socrates didn't "mean that he actually knows nothing"? Could you give me the actual quote where he claimed that please?
originally posted by: Puppylove
It's called playing the odds. It's called making the best choice you can with the information you have. Is like investigating a mystery or crime. You don't know the answer, but do the best you can with the evidence available to make what decisions you can. I "could" get in a car accident every time I get in my car, doesn't stop me from getting in my car cause I can't be certain I won't get in one.
So I can't be certain of anything, but I can have enough of an idea and enough evidence to make a reasonable educated guess. I'm also not going to wallow in paranoia about that which I don't know.
Probability theory is the branch of mathematics concerned with probability, the analysis of random phenomena.[1] The central objects of probability theory are random variables, stochastic processes, and events: mathematical abstractions of non-deterministic events or measured quantities that may either be single occurrences or evolve over time in an apparently random fashion. If an individual coin toss or the roll of dice is considered to be a random event, then if repeated many times the sequence of random events will exhibit certain patterns, which can be studied and predicted. Two representative mathematical results describing such patterns are the law of large numbers and the central limit theorem.
As a mathematical foundation for statistics, probability theory is essential to many human activities that involve quantitative analysis of large sets of data. Methods of probability theory also apply to descriptions of complex systems given only partial knowledge of their state, as in statistical mechanics. A great discovery of twentieth century physics was the probabilistic nature of physical phenomena at atomic scales, described in quantum mechanics.
en.wikipedia.org...
originally posted by: BelowLowAnnouncement
originally posted by: Profusion
Do you have proof that Socrates didn't "mean that he actually knows nothing"? Could you give me the actual quote where he claimed that please?
The fact that it's a paradox shows that it can't be true. If he knows that he knows nothing, then he knows something.
originally posted by: BelowLowAnnouncement
a reply to: Profusion
I always viewed it as a position of wisdom, not a belief set. Just like Socrates with, "I know that I know nothing". He doesn't mean that he actually knows nothing.
originally posted by: Puppylove
Bah all it means is, "anything I think I know could be wrong, therefore I know nothing."
It's a lesson on having the humility to recognize that what we have faith in could be just as wrong as the person who believes differently and to always remain open to other ideas as we flawed humans can never know for 100% percent certainty the ultimate truths of the universe.
If anything it's the code of the agnostic.
if I believe "There is no truth", I have to believe that I'm not sitting on a chair at this moment when I clearly am. I've actually debated with people who believed "There is no truth" who have claimed that at the molecular level I was not sitting on a chair when I definitely was. I agree with that argument, by the way. However, it can be logically proven that I am sitting on a chair, so I believe that it's a matter of fact that I am sitting on a chair. I believe the statement, "I am sitting on a chair now" is truth.
Now, it could turn out that there are infinite ways of perceiving the universe and that only through common human perception (one of an infinite number of perceptions), I am sitting on a chair.
To me though, the fact it can be logically proven on one level that I'm sitting on a chair makes it truth.
I personally think it's absurd to go to the molecular level to prove that I'm not sitting on a chair in order to maintain the "There is no truth" belief but again I end up at the same question that's in the original post:
How do people who believe "There is no truth" function in society?
originally posted by: Profusion
originally posted by: BelowLowAnnouncement
originally posted by: Profusion
Do you have proof that Socrates didn't "mean that he actually knows nothing"? Could you give me the actual quote where he claimed that please?
The fact that it's a paradox shows that it can't be true. If he knows that he knows nothing, then he knows something.
First, paradoxes can be true. For example:
brainden.com...
Second, you're claiming that Socrates' alleged statement (you refuse to give the context), "I know that I know nothing" "can't be true."
However, you called that statement "a position of wisdom" below. And you also called "There is no truth" "a position of wisdom." According to your beliefs ("a paradox shows that it can't be true"), the statement "There is no truth" cannot be true as it's a paradox.
So, by your logic, "wisdom" need not be true.
originally posted by: BelowLowAnnouncement
a reply to: Profusion
I always viewed it as a position of wisdom, not a belief set. Just like Socrates with, "I know that I know nothing". He doesn't mean that he actually knows nothing.