Hi, Rahvin.
Rahvin writes:
quote:
A
{0,1,2,3,4,5,6,7,8}
What number comes before 0 in the number set?
The question doesn't make sense, because there is no number below 0 in the number set.
Does nothing exist other than the number set?
I see an A.
Granted.
I have absolutely no trouble with the principles that you or anybody else has so far presented in this discussion. The trouble I
do have is that your analogies are not applicable to the set "existence," because, by definition, the set "existence" excludes nothing.
Check it out:
Let's use your original number set:
{0, 1, 2, 3, 4, 5, 6, 7, 8, 9}
Now, let's label that set "existence," and define the term "exist" to refer to anything that fits in the set "existence."
Then, ask the question, "What comes before 0?"
In this set, nothing comes before 0. Anything that comes before 0 does not fit the definition of "exist" provided above. So, "things that come before 0" do not exist.
This is why these analogies don't work: because, in the case of "existence," things that don't fit into the set are, by definition, "non-existent."
-Bluejay (a.k.a. Mantis, Thylacosmilus)
Darwin loves you.