PoeticUniverse wrote:Scott Mayers wrote:
Let X be 'true'; If such an X is perfectly void of content, then while presuming 'true' it is also false such that X = 'untrue' as well. If you think of this as a box to which you label it with an 'X', it acts variable in that you can put anything into it or not.
Thus when container is empty it's false that it isn't empty.
What I stated above is about defining the double negation of something as equivalent to its posited assumption. That is, if you presume anything called 'X' that exists, and it lacks any absolute content (meaning), then this is equivalent to not being the case that it exists, yet contain (mean) what it is not. This initiates my argument mathematically as follows:
Assume X
Therefore --X
Then I introduce X as being a box, something we can easily witness in everyday life such that we understand it as being able to contain something. In other words, if we accept a box as 'real', then it is NOT the case that it is NOT a box.
And what we know about all real boxes is that it can contain
variable real things.
In other words, I'm initiating that we accept a box (a specific type of X) as real. And so to whatever follows in my argument I cannot dismiss the box as not real later because I assumed it such. But because I've defined X as a
box that we know can contain
variable things in it, this allows us to recognize at least something that is singular (the box) can contain something that is variable (what could be contained inside it).
Note that the first mention of X is undefined but then I define X as a box, a single real thing (a constant) we can all relate to. But even though the box is one single thing, it can contain more than any one thing you might imagine you can place into it (a variable).
PoeticUniverse wrote:
Scott Mayers wrote:If you place something in it, you know that you placed it there and so are able to be confirmed this by putting something in it. On the other hand, if you don't, while you may not actually be placing anything in it, you still know from your inability to determine what may or may not be already present there, the act of NOT placing anything in it acts as an opposing value to placing something in it.
I put some money in my wallet, or, if I don't there might or not be money already in there but this is still the opposite of putting some money in.
Here, I am staging for a new label called, Y. But this label can be a constant or variable too. I opted to define it as an action as opposed to a thing which is still valid. The act of "placing something in the box" and the absence of "placing something in the box". To your wallet, this is the same as first buying a wallet. Only when you first open it are you able to determine whether you can put anything in it or not. It could be filled with bills already. I don't like the wallet example because you could get a hint of whether it is full or not due to it bulging.
Also, the act of "placing something in" opposes "not placing something in" (an absence of acting), here, NOT to take money out (a subtraction of something).
PoeticUniverse wrote:
Scott Mayers wrote:Let the act of placing something in the box = Y and the act of not placing something [nothing] in the box = -Y. You realistically recognize that you can either do Y, as an act, or -Y as both equal possibilities. Recognizing this possibility alone is enough to represent that what you can place in the box is as meaningful and real as not doing so.
Either I put the money in or I don't; both have meaning.
Yes. So you agree, at this point.
PoeticUniverse wrote:
Scott Mayers wrote:Therefore, the box's content represented as the one with an, X, is real because if it wasn't, no X meaning no actual box = -X exists!
My wallet exists if I can put the money in, because if I can't then it's true that I have no wallet.
Somewhat, yes. That is, assuming you are capable of placing contents in the box, you are incapable to place contents in a box that does not exist. I should have reworded this better though as the grammar I used above could be interpreted in different ways. But this should clarify it. I'm reinstating the reality of the box to assure that you can at least opt to place something in it or not to place something in it.
PoeticUniverse wrote:
Scott Mayers wrote:This logically proves that for any minimal concept of reality is necessarily one thing and nothing at the same time. Just note that to place something in the box requires displacing the potential of something else being there as you try which defeats your ability to do Y. Thus all you can be certain of by default is -Y until you try. This is a type of rewording of QM's Uncertainty Principle as an application to reality itself.
I can only be at first be certain that I can't put money into my wallet, as a default, until I try to do so.
Well, an Absolute Nothing/Nonexistence still can't exist, so 'it' can't have any properties, quantities, etc; making it totally bankrupt, that is, if 'it' could be an 'it'.
No, to the first sentence. You can be certain that the option not to put something in the box is a real option by default but can't determine by your inaction to interpret whether something already exists or not inside it. It could already be fully contained such that you only discover that you cannot by opening the box first to determine if it is empty or not.
It is the Y and -Y actions to which I'm demonstrating as real here based on accepting that X is real. So I'm showing that the default to knowing is to assume nothing takes precedence before assuming anything....but that a something can be further deduced because the box itself is real. The fact that it is variable thus makes both possibilities, a something
and a nothing, as true.
Note that the significance of this argument is to recognize that if the box was defaulted to be 'full', like a something, then trying to place something in it is not possible without first taking out whatever is in there first. Thus, only where it is empty (a nothing) to begin with, it allows for both possibilities....AND that both such possibilities can rationally be true assuming a nothing initially.