Re: Re: Re: Interesting Ian admits to being wrong --- an example of humility to us all.
Dr Adequate said:
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Originally posted by Interesting Ian
If this is supposed to constitute an example of where I'm wrong, I'm afraid you're sadly mistaken.
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You start off asserting one thing, you end up agreeing with the complete opposite. Looks like you were wrong to me, and everyone else reading the thread --- except you, in your pathetic little fantasy world.
Which 2 statements of mine contradict each other? Please quote them and explain precisely how they contradict each other. Your other quotes of me do not reveal any contradiction so far as I am able to understand.
quote:
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First of all explain to me what you believe impossible means, and then explain to me what you believe logically impossible means.
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I don't see what this has to do with your stupid blunders in probability theory, but since you ask:
Please name any of these blunders I have made!
What the
hell is your problem?? You keep saying I've made stupid blunders, but are unable to name any of them???
Please name any of these blunders you unbelievable stupid idiot!!
You're a doctor? A doctor?? You should be sacked.
Impossible: not possible.
Logically impossible: not possible because self-contradictory.
Please explain what this has to do with your ignorance of probability theory.
Now, with this impossible, logically impossible question we are addressing your stupidities.
Your definitions are correct.
Now lets go back to what was said before:
II
So, it's possible that an event which has zero probability of occurring to occur anyway?
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Dr A
Yup.
An event of zero probability cannot happen i.e if we have a specific number in mind between 0-1 which has an "infinite number" of digits after the decimal point, then that number cannot possibly be the one which will be chosen.
Now, the fact that such a specific number
is randomly chosen does not alter this fact. I realise it's extremely difficult to understand. What I'm saying is
that as a future event a
specific number cannot happen. We are misled if, after a particular number has been chosen, we think to ourselves "well this number has been chosen, so it is possible I could have had it in mind or chosen it beforehand". It's a mistake to think this. It is
logically possible for say something like pi - 3 to transpire,
but it is not possible! And if you say "well
some number has to be chosen, why not a specific one I have in mind", it's because there are an infinite number of numbers, and 1/infinity = zero. That make a specific number impossible to transpire even though not logically impossible. The fact that
some specific number does indeed transpire, does not alter the argument.
Now who's making the stupid blunders??

(to be fair on you though, no-one else in the other thread seemed to understand this -- at least the people I was arguing against).