T
Touchstone
Guest
I think you are unaware of how predictions obtain in science. A prediction is not just a pronouncement, a statement of opinion. A prediction proceeds from a theoretical framework, by necessity.The first prediction is that Darwinian theory is not a sufficient explanation for the development of life on earth.
That’s the Darwinian claim – the evolution explains the development of all of nature.
ID’s prediction is validated when we discover aspects of nature which Darwinian theory cannot explain.
Additionally, we don’t merely cite various instances where Darwin made claims which appear to be validated. The theory claims to explain (in the mind of least some prominent evolutionists) all of biological nature. It’s one of the most (the most) arrogant claims in all of science.
So, my hypothetical theory that 2+2=4 and 2+2=5 can be tested.
We took 2 apples and combined with 2 more. We added them and came up with 4.
Thus, my theory is true. A prediction was validated.
But what about the second corollary that 2+2=5 also?
We test that again and see that it’s falsified.
Now what?
Using a Darwinian process, we “evolve the theory”.
2+2=4 and 2+2 “might” = 5, athough we don’t know enough yet about that. We are studying it.
- My original theory had a true prediction, therefore it is true.
- My orginal theory was partially correct, therefore it is true
- Testing on the theory brought new insights which enabled us to adjust it to this:
In physics, when one part of the theory is falsified, then the theory itself is false.
In evolution, when one part of the theory is falsified, the theory adds-on explanations even when none exist.
Another proof of this is claims for validation of evolution by citing micro-adaptations in existing species as if that validates the sweeping claim that evolution explains the development of all of nature.
For example, a prediction of evolutionary theory is that more primitive organisms should be found in lower (older) geological strata, and the more developed organisms should have fossils (if any) that occur in the more recent strata.
That’s not a “guess” by a paleontologist. It is entailed by the evolutionary theory itself. If species diverge and evolve into nested hierarchies over long periods of time, this requires an ordering of fossils in the geological record.
For ID, there is no theoretical basis for such a prediction:
“Darwinian theory is not a sufficient explanation for the development of life on earth”.
First, that statement trades on a uselessly subjective term “sufficient”. Sufficient for what? Young Earth Creationists? No explanation is sufficient for them, no evidence is persuasive.
But even if we could agree on some reasonable criterion for “sufficient”, there’s nothing in ID theory that produce such a prediction. Behe’s “edge of evolution” is as close as it comes, and to the extent it does make a necessary prediction, it’s stillborn, as just the breeding of all the dog species from the wolf ancestor over the last 50,000 years – a mere blink of the eye in geological time – shows that mutation has plenty of creative and development capability that puts paid to the folly of Behe’s conjectures on the limits of mutation. He must then retreat to simply doubting, or maybe more precisely theologically rejecting evolutionary theory like the rest of the ID crowd.
The situation for the larger ID movement is a non-starter. There is no theory of ID that is even available as a source of predictions, entailments that will put it to the test. As a political and religious movement, slathered in pseudo-scientific terms, it offers “predictions” (see the prediction that “junk DNA will be functional” for another example of such bogosity) that equivocate on the word, and suppose that a prediction is just something someone might hazard a guess about in quasi-scientific language.
-TS
Edited to Add: The “2+2=4 and 2+2=5” example you gave seals the error, and nicely illustrates the point of ID’s “predictions” being ungrounded. Just as you “2+2=4 and 2+2=5” is a free floating stipulation, not proceeding from any calculus, ID simply pronounces propositions that obtain from nothing theoretical. As it happens, if you were to show that “2+2=4 and 2+2=5” is a necessary prediction from your mathematical model, it’s quite likely, or even necessary that “2+2=5” would necessarily be true, given that model. The point being that free floating whims, intuitions and doubts aren’t useful in knowledge building when they remain just that. Knowledge is built by grounding them in coherent models, which can then be stress tested in the real world.