Quote:This is, without question, one of the most incomprehensible pieces of gibberish ever uttered in these forums. It's not just that it defies logic -- it defies the rules of language and grammar as well. It's the kind of circular argument that gives circular arguments a bad name. I won't even attempt to address it, as it is the purest nonsense.
On the contrary, yours defies logic. I must admit though, that once upon a time i thought the same way you do. However, someone pointed out the error in my logic by using mathematical formulas (like we just did). If i insert what you proposed into a computer, the computer would be unable to compute, it would show an error message. Why? Because the statement is not according that of logic. Reasoning is based in logic. That is why all reasoning can be represented through formulas.
You brought up freedom, choice and free will. All these things have close relations to each other. They are practically the same thing. First you must analyze each of these concepts. When can one say that we have freedom, free will or choice? Eventually, we would stumble upon conditions. If all the conditions are fullfilled, then logically we can say that that situation represents that concept. What you have been doing is applying the concept on a situation where it's base components were already applied. That's why i said that it was like traveling in time killing your parents. Doing that will create a paradox, a mathematical error. Actually, highschool mathematics is all one would need to understand this situation. A teacher or professor would only have to look at this to verify the logic. And they would agree with me.
In short, i said A=B+C. If a situation comes up wher you can apply B and C , one can say that A has been fullfilled. However, you went backwards and also tried to apply A to the situation, where B and C already applied. By applying A again to the situation, where B and C were already true, you found out A was false. However that kind of reasoning resulted in a paradox. If B and C were true, that would follow that A is true, but by applying A again, A was found false.
A cannot be true and false at the same time. This is mathematically incorrect. Mathematical formulas can often show us our mistakes in logic. This one represented yours.
Quote:There must come a point in these types of discussions where one can do no more than throw up one's hands in futility. That point, in this discussion, came here with your convincing demonstration that you don't know the difference between induction and deduction. Scientific tests are examples of inductive reasoning.
Heck, i tried to be patient most of the time. I already said i thought like you once in the past, so i can somewhat understand the confusion. And i must say in return that most of your posts seemed incomprehensible. An example is this
link. This link explains the difference. Anyone could see that i went from bottom to up. Deductive reasoning is the opposite. If you search with google, you end up with this description:"Unlike deductive reasoning, Inductive reasoning is not designed to produce mathematical certainty". Meaning that scientific tests are examples of
deductive reasoning and NOT THE OTHER WAY AROUND!!
I'm supposed to be the one throwing my hands up in the air. I believe it was you who brought up inductive reasoning in the first place. I'm too lazy to go look back in the thread to verify that, so i'm sorry if it was not you. But this could have been easily solved if you bothered to look up the terms!!
Quote:Accusing me of not knowing the difference between deductive and inductive reasoning approaches the very zenith of irony.
We have reached the point, jonat, where I no longer feel obliged to respond to your posts. Not only am I confident that you are not profiting from my responses, but, more importantly, I am not getting anything out of them either. I am, therefore, content to say that we must agree to disagree.
I read trhough some of your post history and i'm beginning to understand why some posters were rather annoyed and refused to argue with you. Unlike them though, i'm an almost infinitely patient man. I will be happy to point out any mistakes in logic wherever i see one. And yours i'm afraid had lots. LOTS...
PS: And i must say i DID profit from your responses. It made me come in contact with terms like deductive and inductive reasoning. I must say that helped me out ALOT. It's a pity the meaning was confused in this thread. Or is it just merely IRONY?