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> If "1 + 9 = 10" is true But the point is that it isn't true. It is consistent with and implied by the Peano axioms, that's it. If you make the completely arb
by zAy0LfpBZLC8mAC 8y ago
> If "1 + 9 = 10" is true
But the point is that it isn't true. It is consistent with and implied by the Peano axioms, that's it. If you make the completely arbitrary assumption (as far as pure mathematics is concerned) that the Peano axioms are true (that is to say, you consider them to be axioms), then it follows that "1 + 9 = 10" is also true. If you reject the Peano axioms, then it's not true anymore. That is, until you accept some alternate axioms that also imply "1 + 9 = 10". Or you simply make "1 + 9 = 10" an axiom, then it's true simply because it's an axiom. The fact that the truth of that statement is completely dependent on your arbitrary choice of axioms should tell you that it's not a statement about reality.
> I'd agree that it's not a claim about PHYSICAL reality though.
So, can you demonstrate that there is a non-physical reality?
> Because not all religious claims are claims about physical reality, some are about moral reality
What is moral reality and how do you demonstrate that it exists (and is distinct from physical reality)?
> Just like "1 apple + 9 apples = 10 apples" is not a claim about physical reality, but is an application of mathematics to physical reality
Uh ... what? Did I maybe just not express myself clearly? Let me rephrase: When you have one apple in a basket, and you put another 9 apples into the same basket, you will have 10 apples in that basket. That is a statement about (physical) reality, wouldn't you agree? That's what I meant.
> "You must not steal" is not a claim about physical reality, but is an application of morals to persons in physical reality.
It's simply not a claim at all, and therefore it's just yet another category error? "Electrons must have a mass of 5 tons" is also not a claim about physical reality, because it's also not a claim. "Electrons do have a mass of 5 tons" is a claim, and it's also a claim about reality, and it's testable. And equally "having and enforcing a social norm of not stealing provides such and such benefits for human societies" is a claim, and it's also a claim about reality, and it's also testable.
The problem with your example is not that it's somehow about morals, the problem is that you simply didn't make a claim, but a command. And that is not because it is impossible to make claims about morals, but because you intentionally avoided making a claim.
> Moral claims are not testable by science. It would be a categorical error to try to discover the color, smell, taste, feel, or affect of morality.
So, you think it is a category error to try and discover the effects of moral norms, because it is impossible to observe the effects of moral norms, because moral norms don't affect (physical) reality?
> If you can perform direct or indirect physical observation to verify a religious claim, then it is a claim that science can deal with.
What would be an example of a religious claim that is "not scientific", other than claims about an afterlife?
- sonusario 8y ago> ... If you make the completely arbitrary assumption ... What do you mean by an "arbitrary assumption". The first definition that comes up for "arbitrary" is "Based on random choice or personal whim, rather than any reason or system". If you agree with this definition, then do you also think that there is "completely" NO REASON to assume that the Peano axioms are true? If so, is this because the Peano axioms are merely assumptions, and not themselves proven? > If you reject the Peano axioms, then it's not true anymore. How would someone rejecting axioms, make statements consistent with those axioms untrue? > The fact that the truth of that statement is completely dependent on your arbitrary choice of axioms should tell you that it's not a statement about reality. I'll agree that the truth of any mathematical statement is dependent upon the framework under which you view it, but that doesn't stop the statement from being true or false under those frameworks regardless of which frameworks a person chooses to use. Those frameworks don't depend on human minds, so even before mathematical axioms were formulated by humans "1 + 9 = 10" was still true under the Peano axioms, and that will still be true after humans have died off. That which is true is "in accordance with fact or reality". > So, can you demonstrate that there is a non-physical reality? Yes. (Note: Potential is possible state, actual is current state) A) If potential states of the universe do not exist, then the universe can't change states. B) The universe can change states. C) If potential states of the universe are physical, then potential states of the universe would be observable hear and now. D) If potential states of the universe are observable hear and now, then potential states of the universe would be actual and potential at the same time. E) Potential states of the universe are not actual and potential at the same time. ----------------------------------------------------------------------------------- F) Potential states of the universe exist. (modus tollens A,B) G) Potential states of the universe are not observable hear and now. (modus tollens D,E) H) Potential states of the universe are not physical. (modus tollens C,G) I) Potential states of the universe exist and potential states of the universe are not physical. (conjunction introduction F,H) > The problem with your example ["You must not steal"] is not that it's somehow about morals, the problem is that you simply didn't make a claim, but a command. And that is not because it is impossible to make claims about morals, but because you intentionally avoided making a claim. Saying I intentionally avoided making a claim is disingenuous, you may have merely misinterpreted what I was trying to say. How might you respond to a rephrasing such as "It is immoral to <X>"? > What would be an example of a religious claim that is "not scientific", other than claims about an afterlife? "God is a trinity of three divine persons each fully possessing one divine nature."