I mean that when we justify a mathematical statement that it is more persuasive than when we justify a moral statement, and I also mean that when we justify a mathematical statement that people change their beliefs about math whereas when we justify a moral statement people do not change their beliefs about morality. They continue to believe what they thought before. — Moliere
I tell you that eating sugar cubes is immoral.Is it common sense to treat moral statements as if they are truth-apt, or is it common to perceive people to be treating moral statements as truth-apt when we believe they are truth-apt? — Moliere
I think you said something like: assuming that moral statements are truth-apt, how do we know if any of them are true?Surely not. Suppose astrology. A reasonable person could simultaneously believe that there are, say, statements about plumbing, some of which are true and some of which are not, while simultaneously believing that all statements about astrology (or, perhaps, within astrology, just to be careful about self-reference) are all false without falling into global skepticism.
We can treat whole classes of statements as false without thereby being a global skeptic. — Moliere
If morality is objective, then we definitely don't make it up as we go. We are discovering or beginnig to understand what is the case about morality, in a way that is similar to the way man gradually began to understand math- that is my theory. Not sure if it holds water.I think you said something like: assuming that moral statements are truth-apt, how do we know if any of them are true?
We basically make it up as we go.... with various fears and biases thrown in. If you want more than that, as I said... you'll have to lay out a theory of truth to work with. If you don't want to do that, I think you're stuck with the above answer. — Mongrel
If morality is objective, then we definitely don't make it up as we go. We are discovering or beginnig to understand what is the case about morality, in a way that is similar to the way man gradually began to understand math- that is my theory. Not sure if it holds water. — anonymous66
I think that disagreements about good will come about precisely in designating what is "fucked up", psychologically.
These are very broad strokes to be talking in, and I don't think I'd attribute the desire to live in harmony with others as a universal desire, even though it is a plausible desire for some people to have. Exploitation is just too common to believe that this is an underlying, universal desire of human beings. — Moliere
Which isn't to speak against goodness, per se -- only the formulation that goodness should rest on empirical psychology. This is to confuse what is the case with what ought to be the case, I would say. People should want to live in harmony with others, but they do not as we can see from their behavior. While I sometimes wonder if the fact/value distinction holds water at the ontological level, I believe that we should not lose sight of its strengths (namely, to guard against the belief that because things are the way they are, they are also the way they should be) -- which, perhaps there is a way I'm just not seeing, but it seems to me that if we ground morality in empirical psychology that we are at least in danger of committing the naturalistic fallacy.
Doesn't this presuppose that everyone is convinced by mathematical statements? And even if convinced, what's to prevent someone from refusing to understand, or even being contrary and spiteful in math? You may laugh, but I have seen examples of both. — anonymous66
I don't know where you got the idea that if objective morality, and if people know what is moral, then they WILL act morally. What gave you that idea? — anonymous66
I think you said something like: assuming that moral statements are truth-apt, how do we know if any of them are true? — Mongrel
Using mathematics is the basis of comparison, since that was brought up prior as a point of comparison for queerness, I maintain that it is reasonable for a person to maintain that mathematical facts are not queer, while rejecting moral facts because they are queer. One need not accept the existence of moral facts simply because they accept mathematical facts, and they can still be rational while both believing this to be the case, and believing this to be the case because of the argument from queerness of moral facts. — Moliere
I assume you don't mean that they're straight. But... philosophy of math is most definitely queer... I mean... really bizarre — Mongrel
What we can do is demonstrate a test of a purported mathematical fact, that almost everybody will agree is a valid test, and that it confirms or denies the purported fact. That would satisfy most people's definition of 'testable'. — andrewk
I don't this musical analogy [i.e. of singing in the same key] is so apt; ...There is no perfect harmony, and there is no interesting harmony, either musical or otherwise. that does not incorporate some dissonance. — John
Think about math. Where did it come from? Is it present in the "real" world — Anonymous66
It was an attempted reference to the notion that due to the 'hyper-subjectivity' of modern ethical discourse, we can't even agree on which key to sing in. And surely, whilst harmony involves dissonance, dissonance can only be effective if it resolves into consonance, unless you're into abstract modernism, which is just noise - and hence my point! — Wayfarer
If you don't even have a key signature, or harmony, then what you're producing isn't music. — Wayfarer
"You ought to do good, but you will not." — unenlightened
My initial thought was that, supposing this true, it would fit snugly into the category of facts which morality is concerned about, but wouldn't fit the category of moral fact -- because it wouldn't prove that I should do this or that. — Moliere
Swiss conductor, composer, and musical philosopher Ernest Ansermet, a critic of atonal music, wrote ...the book Les fondements de la musique dans la conscience humaine (French for The foundations of music in human consciousness) (Ansermet 1961)), where he argued that the classical musical language was a precondition for musical expression with its clear, harmonious structures. Ansermet argued that a tone system can only lead to a uniform perception of music if it is deduced from just a single interval. For Ansermet this interval is the fifth (Mosch 2004, 96).
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