Referents are the pointers. Then there is that to which we refer, sometimes called the referant (with an “a”). The referent of all referents is “referent”.
Well, if it was inconsistent or incoherent, wouldn’t it be obviously untrue?
If 4+4 = 4 it can’t also equal 3, right? That doesn’t mean that it IS equal to 4, but you know that something isn’t right if two statements are given that disagree with each other.
To normalize this discussion a bit, rather than get very odd on you, say you have multiple grids where position 4,4 is 4 on one and 3 on another …
Then it would be a matter of interpreting the grid being used, but what if 4,4 has infinitely different grids that yield 4 or 3. Then it becomes more difficult, to the point that we can’t even really say anything about it, even though we know something is true there.
The opposite of knowing and truth, is a braindead lifeless condition.
Even an ignorant creature can be conscious.
Death is like the lowest evel of consciousness we can go to.
Being alive is one of the biggest evidences that you have thoughts and know some things.
To disguise an issue wherein one doesn’t know what is true has nothing to do with this discussion. Right now, I have merely asked if you believe that contradicting statements can both be true … ?
Claiming that you don’t know which is true and thus “perhaps under the right circumstances the other will be true” is avoiding the question. Can both of contradicting statements be true at the same time, under the same circumstances, read the same way, by the same person, understanding them just as they were intended, knowing the language, and not seeking to merely be obstinate or self-centered.
Yes or No?
From what I understand, the longer you live, the more you discover that nothing you knew was real.
Ok James, there are instances where context can make contradictory statements both true… Such as color blindness and other instances where it can’t, such as I am typing this message, or this message is typed with the intent of being posted, which I know for sure right now.
Tell me how color blindness can cause contrary statements to be true.
Truth is about the statements made, not about physical reality. Physical reality is always 100% true with itself. There is no alternative for that. “True” means “perfectly aligned”. Statements that are perfectly aligned with reality are “true”. If the statement is not aligned with reality, the statement is “not true” [with reality]. Thus two statements made must both align with reality or at least one, perhaps both, is not aligned with reality and thus be not true.
That depends on what you mean by “possible”. That word is used in different ways.
We wish. Unfortunately math is also subject to misinterpretation (quite often), especially where quantum physics and relativity are concerned. Math is just logic applied to quantities. Any mistake that can be made using logic can be made using math (such as “2+2 = 22”). Neither logic nor math can ever be wrong, but either can be used in such a way as to convince others that it was wrong.
And how people test if something is wrong/untrue, is to see if it contradicts anything else known or accepted as right/true. People instinctively know that two statements cannot contradict each other and both be true (except quantum physicists).
Well, assuming that you meant for the capital X and the small x to be the same referent, those are certainly contrary statements. But now, without adding special extraneous and biased interpretation of the words or sentences, explain how both statements can be true … and true to what?