@Insty,
Insty;129983 wrote:This simply isn't what "a priori" means. "A priori" means "from the first." It refers to knowledge that we can have independent of experience because we can know it prior to experience. Thus, with the classical examples of triangles and other mathematical truths, it's not necessary to look first and then think. It's necessary only to think. On your view, virtually all reflection is a priori. That obviously can't be right.
That is how "a priori knowledge" is used in philosophy. It means, known independently of experience. For example, we know that All dogs are dogs, a priori. We do not know that all dogs are carniverous, a priori.
The confusion is between how we acquire our concepts, and how, once they have been acquired, they are used. It is generally (although there are exceptions) believed that we acquire our concepts a posteriori, empirically, and by experience. For example, we learn the meaning of the word "dog" empirically. But, when we have learned the word "dog", and we understand want the statement, all dogs are dogs, means, we
then know, a priori, that it is true, that all dogs are dogs. That all dogs are dogs is not an empirical contingent truth. It is an a priori, and necessary truth.
So, you have to distinguish how we learn the meanings of the terms and the concepts we use, which is empirically, from our knowledge of the statements formulated with these terms, which is, a priori, and independent of experience. (That all dogs are dogs is not refutable by experience, as you can tell).
There are philosophical exceptions. Some philosophers, Rationalists, maintain that some concepts are innate, and are not learned through experience. These are a priori concepts. And there are radical empiricists like W.O. Quine, who maintain that even propositions like, All dogs are dogs, or All bachelors are unmarried men, are, at bottom, known empirically. (See his essay, "Two Dogmas of Empiricism").