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09-25-2005, 03:02 AM | #81 | |
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I thought there was doubt about Paul's Jewish or Pharisaic credentials. We haven't got anywhere near dating this stuff, except second century CE looks more and more probable. The earliest evidence of xianity seems to be well after Nero. |
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09-25-2005, 08:44 AM | #82 | |
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09-25-2005, 10:40 AM | #83 | |||
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We shouldn't even try to reconcile the minimal Gospel claim that the living Jesus was a teacher? Why not? Quote:
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Is there anything in the allegedly pre-Pauline material Paul provides that seems like it would have motivated persecution? |
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09-25-2005, 10:55 AM | #84 | ||||||
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1. 65% voted for Bush 2. 20% of college students voted for Bush 3. 30% of college students named Gerald voted for Bush 4. 15% of college students named Gerald who spend a minimum of 20 min a day on the internet voted for Bush 5. 100% of college students named Gerald who spend a minumum of 20 min a day on the internet and who have been to the infidel.org site voted for Bush Let's say that we are interested in determining if someone named Gerald, who was a college student, who spends a min of 20 min a day on the internet and who have been to the infidel.org site voted for Bush. What we see from the above is that we can't apply probability at all acurrately in the case of this person until we know all of the specific factors in #5. One would think that the more specific the information, the more accurate the probability. The above shows that isn't true in this particular case. The probabilities were jumping all over the place as more specific information was gathered: from 65 to 20 up to 30, back down to 15, then all the way up to 100%. Until the probablity reached 100%, which is pretty much the equivalent to saying until the hypothesis is proven, the available information led to incorrect conclusions for one that relied on probability knowing factors 2,3, and 4. If one relied on #1 only, he would be correct. But as we see from 2,3, and 4, it was pure luck that he would be correct. This example argues that probability when applied to any individual is of no value until the factors are specific enough to conclude with 100% certainty. This argues against using probablity at all then because the results could be way, way off. But the reality is that if we don't know with 100% certainly and we want to tilt the odds of a successful guess in our favor, the probabilty of an eventgiven what we do know is what is used. If all I know is that a given individual lives in Alaska, then 65% of the time I would be correct by saying a particular individual with the known specific information voted for Bush. Another way of saying that is "there is a 65% probability that a particular individual voted for Bush", in the absence of further specific information. It's a terrible way of saying it. The truth is that there is either a 100% chance that a person voted for Bush or 100% chance that they voted against Bush. But that is the language often used. It's not exact and would be wrong 35% of the time because of the specific information I don't know about that particular individual, but it is the best I can do if not 100% certain. And, the odds are in my favor of being correct, given what I know. I"m not sure if this is helpful, but I"m attempting to show by the above example that if one doesn't know something to be 100% certain and proved but one still wants to make a decision that is most likely to be correct, one must resort to using probabilities based on the most relavent information known. Sometimes the more specific the information, the LESS accurate the use of probabilities is (#4 is wrong twice more often as number 3), but that is just the way it works. If one is going to try and make a reasonable guess, using probabilities based on knowns statistics is the only game in town that I know of. Applying this to the example of 11:23, here is a somewhat analogous approach, (numbers made up): 1. 60% of the time 'apo' is used it refers to an indirect source 2. 80% of the time Paul uses 'apo' it refers to a direct source. If #2 was known, I'd agree that chances are that 11:23 is not a retrojection, although it is still a possibility with a 20% likelihood. However, if we can conclude that we don't know how Paul uses it, I'd still say that based on what we do know there is a 60% chance that Paul for retrojection on the basis of the general use of 'apo'. 60% of the time I'd be correct for any individual. Based on what we know there is a 40% chance I'd be wrong. Any new information about Paul could reveal that in truth 60% and 40% are not anywhere close to the accurate 100 or 0% realities. It's simply the best one can do, although it may not be anywhere close to the true answer. Until we know with 100% accuracy that is always going to be the case. That's the key point I think I'm realizing here. More information doesn't always point us in the right direction, but what else is one to do? One can either 1. play the odds and be right the same % of the time as the stats are correct knowing that for any given individual the stats could be greatly misleading, 2. be agnostic and say I just don't know so I won't have any opinion at all 3. be atheistic and say that Paul does not retroject in 11:23 because I don't know specifically how he uses 'apo' (ie the evidence isn't 100% certain) 4. be dogmatic and say that Paul does retroject in 11:23 because I know with 100% certainty that others use 'apo' that way. I like #2 as most honest, but prefer #1 because I like to have an opinion and it is the only game in town. I object to #4 because it is not rational to project onto Paul the certainty that only some others demonstrate. And I object to #3 because I don't see a lack of positive evidence as providing enough information to conclude against a known possibility (ie 'apo' could mean indirect). Quote:
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09-25-2005, 11:57 AM | #85 | ||
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09-25-2005, 06:24 PM | #86 | ||||
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To create a real version of what you attempted, you would need polls that increasingly focused on factors relevant to me since that was the point of my example. Each time you added a polling factor that applied to me, your chances of correctly guessing my vote would increase. The more you know about how people very much like me voted, the more likely you are to guess my vote. The more you know about how people like Paul chose to use the word, the more likely you are to correctly guess his intent. You are currently relying on the most general statistic available but that is the most unreliable basis for a guess about a specific individual. I'm not going to pretend otherwise. Quote:
You are willing to risk the unreliability for no other reason than it supports the conclusion you prefer. I simply need a better reason than that to ignore the lack of reliability. Actual numbers would also be welcome. Quote:
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09-26-2005, 08:03 AM | #87 | |||||||||||
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if all we know about Paul is that he uses 'apo' and 99.99999% of the general uses of 'apo' mean an 'indirect source' the general statistic is useful information and chances are quite strong that relying on it would yield the right information about Paul specifically, even though he could be that 1 in a billion or so that uses it differently. Quote:
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09-26-2005, 08:50 AM | #88 |
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It almost sounds like you're discussing Bayes Theorem.
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09-26-2005, 09:02 AM | #89 | |
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ted |
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09-26-2005, 10:13 AM | #90 | |||||||||
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I can't believe you really think your fabricated poll means anything. Try it with relevant questions and real numbers. Actually, unless and until we obtain numbers to describe common/uncommon usage of 'apo', this is all just theoretical. I think it is important to remember that, despite all the numbers (real and imagined) being thrown around here, we really have no idea what is meant by "common" with regard to the use of 'apo' nor even what the source is for the judgment. Is the choice of meaning related to education? Is the choice related to where the writer lived or grew up? What we know tells us so little but your conclusion requires that we assume it tells us much. Quote:
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