robin,
What does this prove? In regard to evolutionary theory, it tells us that this heirarchical set-up that we find does not falsify the theory. If evolution is true, such a set-up would presumably have to be the case. Such in fact is the case.
Nevertheless, it
is a prediction of the theory.
The sort of prediction you are talking about is not a prediction about the future, but an idea about what something would be like probably, if such-and-such theory is true.
Correct, but in & of itself I fail to see why this lessens the evidential power of the prediction.
What kind of convincingnesss does this have? It has some, but not nearly as much the real prediction I gave above.
Why should nested hierarchies be less convincing because they were known about before the theory rather than after? It is merely a fact that is consistent with the theory. The ToE's veracity is unaffected by whether it was known before, or after. This is why we can say something is predicted by the theory & it doesn't matter, either way.
I know what you are saying, something always seems much more impressive if it is discovered after the theories formulation, it has the appearance of a dramatic confirmation, but there is no reason why new data is more impressive than older data, per se.
Mark
This message has been edited by mark24, 03-09-2006 04:03 PM
This message has been edited by mark24, 03-09-2006 04:04 PM
There are 10 kinds of people in this world; those that understand binary, & those that don't