@wayne,
wayne wrote:
I really just wanted to know if the term nothing, as you have refered, is to mean void. If so then void might be more to the point. If not, it's not really anything but specious, owing to the nature of the word nothing.
Peculiar word, nothing is. Tends to confuse the mind.
Void = Void
Nothing, when used in this context, becomes a sort of mass noun. Refering to something that lacks definition, of course the word, nothing, has a definition.
As seen above, so many definitions as to mean nothing specific.
Imo, nothing is described as that which is not.
(the x:~(x=x)) describes 'that which is not'.
(the x:~(x exists)) describes 'that which is not'.
(the x:~Ey(x=y)) describes 'that which is not'.
(the x:~EF(Fx)) describes 'that which is not'.
(the x: Fx & ~Fx) describes 'that which is not'.
Described entities from contradictory predications do not exist!
That is, they describe no thing at all.
Dictionary.com
void /vɔɪd/ Show Spelled
[void] Show IPA
–adjective
1. Law . having no legal force or effect; not legally binding or enforceable.
2. useless; ineffectual; vain.
3. devoid; destitute (usually fol. by of ): a life void of meaning.
4. without contents; empty.
5. without an incumbent, as an office.
6. Mathematics . (of a set) empty.
7. (in cards) having no cards in a suit.
–noun
8. an empty space; emptiness: He disappeared into the void.
9. something experienced as a loss or privation: His death left a great void in her life.
10. a gap or opening, as in a wall.
11. a vacancy; vacuum.
12. Typography . counter3 ( def. 10 ) .
13. (in cards) lack of cards in a suit: a void in clubs.
–verb (used with object)
14. to make ineffectual; invalidate; nullify: to void a check.
15. to empty; discharge; evacuate: to void excrement.
16. to clear or empty (often fol. by of ): to void a chamber of occupants.
17. Archaic . to depart from; vacate.
–verb (used without object)
18. to defecate or urinate.
Which definition of 'void' suits you?
Perhaps, 6. Mathematics . (of a set) empty.
But clearly, the empty set is something and not nothing.
The empty set is defined (the x's such that ~(x=x)).
The empty set exists and it has no members.
(the x:~(x=x)) is a member of (the x's :~(x=x)), is also a contradiction.
Nothing is not a member of any set.
Nothing has no members.
(void = void) seems as contradictory as does (nothing = nothing).