@Fido,
Fido wrote:
kennethamy wrote:
north wrote:
kennethamy
sometimes a circular argument is true nonetheless
again
to determine that something exists , is to do without its existence and understand the consequences
for us , Humans , it is about air and water
No. Because no arguments are either true or false. The question about argument is whether of not they prove their conclusions. Now, consider the following argument: 1. The world is round. Therefore, 2. the world is round. Now the conclusion is clearly true. Would you consider that the argument proved the conclusion true. Circular arguments may very well have true conclusions. But so what. That does not mean that the circular argument proved its conclusion true. There is a reason why to say that an argument is circular is a criticism of the argument. It is because a circular argument does not make its conclusion believable.
I have no idea what the rest of your post is all about.
If you could only get people to buy into your premise you could prove anything... The world is spherical which is like a sphere, and is more like saying something is roundish... In fact, nothing can be proved conclusively true or false, but believable and unbelievable... The fact that an argument is in some senses circular does not disallow its relative truth... It just does not make a very logical argument... I have two books going on logic though it is far from my favorite subject... And I do not think you have stated a circular argument correctly... It is as if we say that in a syllogism that we must take for granted the very point we expect to prove, and when we are done we are still only a little more certain of the point we take for granted... Does that make sense to you???
You think that if I could get you to believe that the earth has the shape of a rhombus, I could prove that the earth has the shape of a rhombus with the following argument?:
1. The earth has the shape of a rhombus.
Therefore, 2. The earth has the shape of a rhombus?
Is that a proof that the earth has the shape of a rhombus. If it is, then so is:
1. The earth does not have the shape of a rhombus.
Therefore, 2. The earth does not have the shape of a rhombus.
Is a proof that the earth does not have the shape of a rombus.
In which case, according to you, it is always possible to prove both any proposition, and also, its negation.
And since to prove some proposition is to prove it is true, according to you contradictions can be proved true.