@Thomas,
Thomas wrote:
TuringEquivalent wrote:I don` t know how much logic you know.
I don't know how much logic
you know either. Just because you're slinging around formal logical symbols, that doesn't mean you're making a logically coherent argument. Specifically, your "proof" assumes that what you're calling a "reasonable premise" is actually true. I'll roll with your premise's purported reasonableness for the sake of the argument. But even so, you can't just assume that "reasonable" implies "true": Some premises are reasonable, but false.
Let ` s be specific. I don ` t like to play unnecessary games with you. Since we know PP->-I necessary following from the two previous premise. We just need to focus on the two premise!
PP->P is pretty reasonable, and generally true. It is an empirical fact that generally PP->P. Some PP must be -P, but we are talking in generality. I am give you data, and statistics that poor people remain poor.
I->-P is also reasonable. Investing you money in an education, getting a good job, and get yourself out of poverty. It is generally true. I can also give you statistics that people with higher education in general earn more.
I can provide date for both premises.
Quote:Just because you're slinging around formal logical symbols, that doesn't mean you're making a logically coherent argument.
You must be a ******* moron. A "logically argument" is a valid argument. A sound argument is such that the premises of the valid argument is all true.
By saying " slinging around formal logical symbol", it shows me you are a ******* moron.