zaangalewa
Gold Member
- Jan 24, 2015
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For those who are not familiar with Zeno's Paradox of Motion:
It concludes that movement is impossible. An object cannot move from point A to point B, because, first, the object has to go half the distance from A to B. Then half the rest of the distance. Then half the rest. And so on, and so forth. This implies that point B will never be reached, as there will always be a remaining distance, half of which must be traversed before anything else can occur.
We crawled out from under this specious paradox when we learned how to sum infinite series of numbers. But it was always easy to fire an arrow through the air to its target to show the conclusion of this argument was absurd.
Hoyle's Fallacy, Zeno's Paradox, and the specious reasoning employed by zaangalewa are fundamentally no different. Just arbitrarily assign probabilities to arbitrarily chosen events leading directly to the event in question; any probabilities less than 100% will do. If you collect enough of these arbitrary declarations, you can make the event in question have a virtually zero probability. This is unbounded. You have no reason whatsoever to stop before the probability reaches zero. If you cannot make it to almost zero, I will just add some more arbitrarily chosen events and multiply your number by those arbitrarily designated probabilities. Rinse, repeat. We will get to virtually zero, eventually. For ANY event. No matter how common or rare the event seems to be, in reality
Which definitively tells us this is meaningless pap.
Zenon formulated a problem (paradoxon) of a method of science - the use of mathematics for the solution of a physical problems. That's all.
What I said has absolutelly nothing to do with Zenons paradoxon in case of infinitesimal values. It is for everyone totally clear that Achill runs faster than a turtle - the problem was to find a mathematical method to explain this.
I say it's totally unclear whether a second time life exists or not exists because we are not able to solve "~0 *~oo" (nearly impossible probability times nearly endless possibilities". This problem is mathematically not solveable how you can imagine if you write a program which finds randomly a very high number (1..oo) and a very low number (0..1) and multiplies this numbers. The results don't show any structure. => We are only able to solve this problem by searching in the reality of the universe all around us.
And the bad manners of US-Americans in all forms of discussions seems to be by the way a problem of the education in the US-American kindergartens.
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