JohnV
Puritan Board Post-Graduate
Hermonta:
You said above,
I think we are all agreed that, if you applied the rules of inference to induction, the rules would fail to account for what is supposedly inducted. Some of us say that these rules don't apply to induction, but rather they apply to induction when what has been inducted is tested in a syllogism. It is the syllogism that falls under the rules of inference, and hence also the deduction which results. But every syllogism must have at least two premises, even if the one is only assumed instead of asserted. These premises are propositions in themselves, and hence are deducted from elsewhere. These elsewhere premises are again from other deductions, etc., etc. Is it an infinite regress? Or is there some solid foundation to this somewhere? Is certainty a possibility in knowledge, whether induced or deduced?
As I said, it seems to me that you mistrust induction.
You said above,
I get the idea that you don't trust induction as valid. Now I know that you must not mean this above statement in the same way as to say, "It is a formal fallacy to call a horse a horse, and then to expect to be able to ride it." So can you explain your view of induction for me? Is induction part of reason, but also of a bigger mental capacity, or is it only of reason? Or is it that it is no part of reason? Why does induction have to be a fallacy of some sort?It is not a formal fallacy to act as if induction is induction? What is it then?
It has to be a fallacy of some sort.
I think we are all agreed that, if you applied the rules of inference to induction, the rules would fail to account for what is supposedly inducted. Some of us say that these rules don't apply to induction, but rather they apply to induction when what has been inducted is tested in a syllogism. It is the syllogism that falls under the rules of inference, and hence also the deduction which results. But every syllogism must have at least two premises, even if the one is only assumed instead of asserted. These premises are propositions in themselves, and hence are deducted from elsewhere. These elsewhere premises are again from other deductions, etc., etc. Is it an infinite regress? Or is there some solid foundation to this somewhere? Is certainty a possibility in knowledge, whether induced or deduced?
As I said, it seems to me that you mistrust induction.
