Originally posted by joesixpack
The problem with this argument is that it assumes that a high probability against an event occurring means that it probably didn't happen.
You present a distorted definition of probability here. Isn’t this the definition of “probable†(supported by evidence strong enough to establish presumption but not proof)? In any case, I don’t see how this is a problem. Could you be confusing probability with fact? A probability is a number between 0 and 1, and it is sometimes represented as a percentage. So you have made an assumption, not I.
That same logic would dictate that the winning lottery numbers didn't actually come up because after several hundred tries we couldn't get those same numbers to come up a second time.
Why did you change the sentence in this case? In your problem statement you said, “Probably didn’t†and in this one you said, “didn’t actually�
The occurrence of a past event is not a probability. It is a fact—assuming there is a memory of it. Once you establish something as fact, you leave the realm of probabilities. You cannot even say it has a probability of 1. The rickochet bullet has not been established as fact. So it is subject to testing and statistical analysis.
What I can tell you about the lottery is the probability that a particular number will come out, given the permutations or combinations. And if we did not know if a particular number came out, we could calculate the probability that it did in the same fashion.
And by realistic circumstances, do you mean on a moving vehicle?
Good idea--something akin to what we do with dummies to crash test cars. This would be one way to present a more realistic case. Another way is for the gunman to move instead of the target. However, what constitutes a realistic circumstance would need to be negotiated by the debaters, or dictated by logic and arguments.
Even worse logic. If some nut case fired a high powered rifle into a crowd of people and more than one person were struck by the bullet, there is no way in hell you could re-create that bullet's path by trying to re-enact the crime.
If noone survived to tell the story and the videos or records cannot shed light into what happened, any guess is as good, until they are subjected to examination. To support some of the theories, you could rely on approximations.
Would the unlikelihood of repeating that particular set of bullet wounds mean that there may have been a second gun-man?
No. It also does not prove that the event happened any other way.
In the language of probabilities, these would be two independent events, which also happen to be two competing theories. After some statistical analysis of both, we can better choose the one that is most probable.