Originally posted by protonman
It is true that in order to make the inference you must have seen fire produce smoke[/color]. There is no question about this. I said there must be a relation between smoke and fire and it must be understood by the person making the inference. This understanding comes from observation.
I'm with you so far. But this raises an important question:
If you accept observational evidence in this case, then why not accept it in all cases? It has repeatedly been brought to your attention that you have been drawing an arbitrary line as to what information you will or will not accept.
But once the observation has been made in the future the inference is valid.
Note: The inference you are describing in the part in red[/color] is that:
If there is fire, then there must be smoke.
There is fire.
Therfore, there must be smoke.
Keep this in mind for the next part.
For example, consider you are in the mountains and see smoke rising above a hill. If you ask a person who understands that fire is the cause of smoke if there is smoke they will say yes[/color].
The inference you are describing in the part in green[/color] above is that:
If there is smoke, then there must be fire.
There is smoke.
Therefore, there must be fire.
The statement that there is smoke is true based on a reason. What is the problem with this?
The problem with it is obvious. The two inferences are not related to each other at all, inasmuch as the starting premise of the two arguments are not logically equivalent! You can easily check that yourself via truth tables.
The conditional in the first argument, which is based on observation, is of the form:
p-->q
The conditional in the second argument is the converse[/color] of that statement, and is of the form:
q-->p
Because the second statement is not logically equivalent to a statement that is based on observation (such as the first conditional), it has no basis in observational evidence[/color].
Furthermore, it has been repeatedly pointed out to you that there can be smoke without fire, so the second conditional isn't even true.
Furthermore, none of what you posted gives any indication that you can derive the noumenal nature of either "smoke" or "fire", as you claimed you could.
Furthermore, even if your post were correct, you couldn't possibly prove your case based on any number of examples. You need to present the rudiments of the logic that can do the things you claim it can do.
Debating with you is just like debating with one of our old members named Alexander. He used to insist that mathematics governed the universe (instead of merely describing it), and that any aspect of reality could be derived mathematically (you can do a search for those debates, if you are so inclined). If we substitute "Buddhist logic" for "mathematics", it is easily seen that you sound like the same broken record.
You, just like him, are failing to do the one thing that needs to be done to establish your claim.
Show us the "math" (or in your case, "logic") that can do what you claim it does![/color]