Q
Qoeleth
Guest
Here is a new proof for the existence of God (and, indeed, the existence of everything).
Let us consider ‘nothing’, (i.e. nothing-ness) the non-Ent. Clearly, no predicates may be positively attached to nothing, e.g. it is incorrect to say, “Nothing(ness) is green”, “Nothing(ness) is a cloud/human/dog (i.e. anything)”
‘Nothing’ , is by definition, not ANYTHING.
Therefore any statement in the form: “Nothing is a …”, is always and necessarily false, since nothing is nothing, and nothing but nothing! Nothing cannot be anything at all.
If “Nothing is a X” is, then, always false, it follows that “something is a X” must always be true.
If the statement “Nothing is a God” is false (since nothing cannot be a God, or it would not be nothing), it then follows that, “Something is (a) God”, i.e. that God exists.
If this argument is valid (and sound), it would seem to establish also that everything (e.g. unicorns) exist, as Parmenides said “Everything exists”.
Can anyone precisely the logical invalidity, or false premise, here (apart from the obvious objection raised above, or intuitive unease)?
Good luck!
Let us consider ‘nothing’, (i.e. nothing-ness) the non-Ent. Clearly, no predicates may be positively attached to nothing, e.g. it is incorrect to say, “Nothing(ness) is green”, “Nothing(ness) is a cloud/human/dog (i.e. anything)”
‘Nothing’ , is by definition, not ANYTHING.
Therefore any statement in the form: “Nothing is a …”, is always and necessarily false, since nothing is nothing, and nothing but nothing! Nothing cannot be anything at all.
If “Nothing is a X” is, then, always false, it follows that “something is a X” must always be true.
If the statement “Nothing is a God” is false (since nothing cannot be a God, or it would not be nothing), it then follows that, “Something is (a) God”, i.e. that God exists.
If this argument is valid (and sound), it would seem to establish also that everything (e.g. unicorns) exist, as Parmenides said “Everything exists”.
Can anyone precisely the logical invalidity, or false premise, here (apart from the obvious objection raised above, or intuitive unease)?
Good luck!