W
WannabeSaint
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Since we are not infallible, does that mean we cant ever know any of our beliefs to be absolutely true?
Certitude obtains on a sliding scale, so yes, at the tip-top of that scale would be those truths which are actually undeniable. They cannot not be true.Since we are not infallible, does that mean we cant ever know any of our beliefs to be absolutely true?
Yes, that is true. Although we can’t have certain knowledge of that fact, of course.Since we are not infallible, does that mean we cant ever know any of our beliefs to be absolutely true?
I’ve never seen an argument that proves with undeniable certainty that I (singularly, separably from others) exist. Descartes didn’t accomplish that. I’ve seen probabilistic arguments to that effect, but you can’t move from probability to undeniability, can you?I exist
I think this fundamental law of logic presupposes a plurality of being, as does the principle of identity. Does it not? If Parmenides is correct and all reality is One, then there is just ‘p’ right? Such that ~(p & ~p) is resolved as inapplicable. There is just ‘p.’the principle of noncontradiction.
You cannot prove that you exist to my knowledge, but you must assume that you exist to reason.I’ve never seen an argument that proves with undeniable certainty that I (singularly, separably from others) exist. Descartes didn’t accomplish that. I’ve seen probabilistic arguments to that effect, but you can’t move from probability to undeniability, can you?
It is my position that God’s existence can be reasoned to, and that some arguments for God’s existence cannot possibly be wrong without abandoning reason altogether. In other-words reality would have to be fundamentally irrational if there were no God. That is to say a rational view of the world inescapably leads to a being that is consistent with our idea of God. That’s as close to infallible as we can possibly get.Since we are not infallible, does that mean we cant ever know any of our beliefs to be absolutely true?
The principle of noncontradiction says that something cannot be true and not true at the same time and in the same respect. Anyone disagree? Note: if you do you also have to assume that it could be right.I think this fundamental law of logic presupposes a plurality of being, as does the principle of identity. Does it not? If Parmenides is correct and all reality is One, then there is just ‘p’ right? Such that ~(p & ~p) is resolved as inapplicable. There is just ‘p.’
Maybe I’ve not thought it all through
Purely in terms of logic, the law of non-contradiction applies to propositions. But propositions are true only inasmuch as they correspond to being. If being is all one (undifferentiated), then there is just ‘p.’ So this would not seem to be an example of an actually undeniable truth but rather a “law” that obtains, only given a certain reality (a plurality of being).The principle of noncontradiction says that something cannot be true and not true at the same time and in the same respect. Anyone disagree?
Still.“Be still, and know that I am God”
Laws of logic (like laws of physics and mathematics) are derived from our interaction with reality. We only know ~(p & ~p) because our experience of reality has presented this to us as a “law.” But it still presupposes plurality–your very example of “cannot be both one and not one” is a plurality. At the very least, it’s a plurality (two) states of affairs.Even if all reality is one, all reality cannot be both one and not one at the same time and in the same respect.