That a new species of insect is more plausible than a new species of large hominid. Invisibility seems a more unlikely characteristic than 'similar conditions lead to similar outcomes'.
I'm not sure what insects and hominids have to do with anything, so please explain. Whereas size is obviously going to affect the probability of something having gone unnoticed in a limited area, invisibility would not. So why is invisibility a more "unlikely" characteristic (and more unlikely than what)?
'Supernatural' seems a more unlikely characteristic than 'similar conditions lead to similar outcomes'.
What do you mean by "similar conditions lead to similar outcomes?" What similar conditions are you referring to?
Then I misunderstood your last post - ignore that part of my last post.
Consider it ignored!
Drake's equation can allow one to draw conclusions about the direction of the result.
Not in my opinion. We have no idea what fraction of planets will go on to develop life (much less intelligent life). So beyond it being greater than 0% and less than 100% we're not left with much "direction" to go on.
The difference with the use of Bayes' theorem is that your result will always go in the same direction - once you specify that life is more likely in the presence of a fine-tuner, your posterior probability is always higher than your prior.
No, that's not the case. With Bayes theorem, the new evidence can be either for or against the hypothesis and can therefore raise or lower the prior probability. With the argument in question, if you were to for example assume in the premise a lower priority of the universe supporting life if a god exists, the result would be the opposite. If you were to assume that the universe isn't fine-tuned at all, it would neither raise nor lower the prior probability of a god.
Malerin kept claiming that this increase in the probability of God, given that there is life, somehow confirmed that the argument was valid. That is, attempts were made to draw conclusions from the result (an increase in likelihood), when the result was simply dependent upon how the argument was set up.
The results aren't dependent on how the argument is set up. The results are entirely dependent on the premises. The argument itself is directly based off of Bayes theorem, in this form:
Code:
P(E|H)P(H)
P(H|E) = -------------------------
P(E|H)P(H) + P(E|~H)P(~H)
I just wanted to make sure that it was reasonable to consider some possibilities more plausible than others.![]()
Sure, OK!
Yes, that is basically what I have been trying to say.
Then we are in agreement.
Is this just a matter of semantics?
You're arguing my point. If it's not based on evidence, it's based on faith.
I agree that there have also been attacks on the premises. However, regardless of how the numbers have been varied, no one has altered the idea that life is more likely in the presence of a fine-tuner. The conclusion has always been present in the premises.
If you don't think the universe is fine-tuned, you would disagree with the premises. Specifically, you might think that life would be just as probable with a god as without one (which would leave the probability of a god at 1 in a million, or highly improbable). The point here is that you haven't successfully attacked the argument at all, you've only attacked the premises of the argument. The argument itself (which is really just Bayes theorem) is sound.
I was referring to the attempts made to calculate the probability that the physical constants would have the value that they have. That number is free to vary based on each of the inputs. The argument using Bayes' theorem has only been allowed to vary in one direction.
Not really. In fact, remember that the direction it starts out with is stacked against the existence of a god (the premises actually consider the prior probability of a god 1 in a million, or highly improbable). If the universe isn't fine-tuned, the conclusion remains the same (probably no god). Even if the universe is only "slightly" fine-tuned (that there is only a relatively slightly higher probability of the universe supporting life with a god) the conclusion would be no god. So, no, the equation isn't designed to produce a high probability of god. It only produces a high probability of god if you accept the premises.
-Bri
Last edited: