Both I and Graham see exactly what your problem is, Little Idiot. Your understanding of the differences between premises, conclusions, and definitions is apparently hopelessly bollixed.Little Idiot wrote:As I just said to SD,GrahamH wrote:No, you simply defined "Absolute Truth" to be "Timeless".
You can remove "Absolute truth" from your informal syllogism and it makes as much tautological sense. Something unchanging can be described as "timeless".
What you seem to think you have shown is that "Absolute Truth" is unchanging, but you haven't. You have said nothing meaningful about "absolute truth".
The point that absolute truth can not change, therefore is changeless, therefore is timeless - as you say same as anything else which is changeless - is the very starting point from which we go on.
However, can you give any examples of these 'other' things that dont change, and therefore qualify as changeless and timeless?
If not, we may be forced to agree this is a unique property of absolute truth, no?
You've defined absolute truth as changeless.
You need premises and definitions about truth, and about existence, even if only to compare that which exists to that which doesn't exist.
Off we go, then.
Defn: Absolute: "unchanging, permanent, indelible, constant, etc."
Defn: Statement: "an expression in a written or spoken language"
P1: The property of existence for a true statement is that it has been stated
P2: Truth must be stated in natural language.
P3: Natural language is not unchanging.
C: Absolute truth cannot be stated in natural language.
We could go on by defining metaphysics in such a way as that it consists of absolute truths, and so on.
You lack understanding that hypotheticals are not available to you until you already have some axioms. I don't see the point of making axioms conditional. It fails as a technique of formal logic, but your logic is informal, i.e., nonsense.Mine was a hypothetical, remember.
So, I dont think this point applies to my version.
Axioms are defined as statements assumed to be true. If you don't want to be guilty of a fallacy, don't set up your conclusion as one of your axioms.
Edit: Complete elision about definitions and premises.