Is there a way to confirm a premises truth? When I looked it up I found two ways suggested. The first was the idea that a premise can be common sense, which I can't compartmentalize from the idea that appeals to consensus are considered a fallacy. The second was that it can be supported by inductive evidence, which to my knowledge can only be used to support claims of likelihood, not certainty.
Skeptical theism states that if we cannot tell whether any of the evils in our world are gratuitous, then we cannot appeal to the existence of gratuitous evil to conclude that God does not exist. However, I can't help but think that we can.
The rules of probability tell us that that individual probabilities can be quite low, but their disjunction can be very high. For instance, there may be only a small chance that you will be involved in an automobile accident on a given day, but if you drive every day, the chances are pretty good that you will be in one on some day in your lifetime. Similarly, even if the chance that a given instance of a trillion cases of suffering is gratuitous is quite low, the chance that one of that trillion is gratuitous can be can be very high, and it only takes one instance of gratuitous evil to rule out the existence of God.
Coming from someone who is not a philosophy major, am I right in my criticism of skeptical theism or is it too naive?
I really want to do a phd in philosophy and teach, but the society says I should not. I am 19 , but have got to go back to high school to finish up . A long way to go.
How do I motivate myself? How do I ignore my other and unimportant desires/distractions to become what I want and is most meaningfull to me?
I would really like to know what logic is. The Stanford Encyclopedia of Philosophy has TOO MANY articles on logic for someone like me. Let me list most of them: action logic, algebraic propositional logic, classical logic, combinatory logic, combining logic, connexive logic, deontic logic, dependence logic, dialogical logic, dynamic epistemic logic, epistemic logic, free logic, fuzzy logic, hybrid logic, independence friendly logic, inductive logic, infinitary logic, informal logic, intensional logic, intuitionistic logic, justification logic, linear logic, logic of belief revision, logic of conditionals, logical consequence, logical pluralism, logical truth., many-valued logic, modal logic, non-monotonic logic, normative status of logic, paraconsistent logic, propositional dynamic logic, provability logic, relevance logic, second-order and higher-order logic, substructural logic, temporal logic. I have started reading some of these articles, but I still didn't find an answer for my basic question. In...