Comments by "bakters" (@bakters) on "Hegel’s ideobabble is the basis of Marxism and Fascism" video.
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" Heraclitus' emphasis on change and contradiction profoundly impacted philosophy, despite some notions being logically flawed. "
They were not flawed. When Schliemann have found Troy, it was in ruins. Was it "the same" Troy as that of Iliad? No, it was different, yet still the same.
TiK claims that it's a false contradiction, because it's the same city. Well, it was just a mound of dirt by then, so not even a city. How can something be considered to be "the same city", when it's not even a city anymore?
The contradiction is real, if a statement can only be either true or false, with no in-betweens. That's not true, though. We've known that truth can be a function with possible values from 0 to 1 only for a relatively short time. TiK still doesn't seem to understand it.
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@SoMuchFacepalm " The old stuff is still there. [...] No contradiction "
What if I borrowed a car from you, then returned it crashed?
Would you still maintain with similar zeal, that it's the same car, bro!
I know I would... ;-)
More seriously, apparently there are objects which are exactly identical. Like, each electron is exactly the same as another electron. There is no such thing as a "broken" electron. If I borrowed one electron from you, there is no way I could cheat you, by returning a similar but different electron.
Then there is no contradiction (and Heraclitus was incorrect, since some things do not change).
Otherwise contradiction exists, but it's caused by our imprecise language and logic that we use. We say "the same", when we mean "so similar, that it makes no difference".
Honestly, I think I solved it.
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@lloydgush That's what Heraclitus said, that change is the only permanent feature of the Universe. He considered it a paradox, and on some level, he was correct.
TiK said that it was silly, because "you can get into the same river twice". But you can't, since rivers change over time, so Heraclitus was more correct than TiK.
What I said, my original thought, was that paradoxes like that stem from our misunderstanding of logic. We still tend to think in terms of boolean logic (true or false, no in-betweens), while a diffused set logic (truth, in-betweens, falsehood) fits much better to how we use language.
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