Imparcticle said:
How about variables? For example, in formulas like a2+b2=c2, the variables a, b, and c are symbols representing unknowns.
I once thought things could be destroyed or things could be negated. I also thought things could be created out of nothing. I now only look at all things as being positioned here or there. Forms change, but there elements are not created or destroyed.
The essential meaning of unknown may be infered with these simple logic negations of an underlying positive statement.
The subject is in the color Sienna, the copula is in Dark Olive Green and predicate is in Dark Slate Blue. The first example is the negative form and the second (in parenthesis) is the positive form it really infers! All statements in language infer only positive. All things are only inside or outside something rather than created or destroyed. It seems a play on words, but I found it helpfull because inside and outside connotes existence vs. not, un, etc which seems to connote zero or nothing concepts, which can increase confusion thorugh paradoxical type expression.
The Positive Statement
Things I know are things I sense. The statement that is said over and over in the negatives below.
The Negatives Turned To Positives
Things I don't know are things I don't sense. (Things outside my knowledge are things outside my sense.)
Things I know aren't things I don't sense. (Things I know are things outside what is outside what I sense.)
Things unknown are things I don't sense. (Things outside what I know are outside what things I sense.)
Non-things I know are things I don't sense. (Things outside my knowledge are things outside my senses.)
Etc, etc... We could go on and on.
And there is also the appeal to ignorance...what could it possible mean?
Nothing does exist because you can't prove it doesn't exist.
Nothing doesn't exist because you you can't prove it exists.
I used the paradoxal words and their definitions for conviece of explanation.