I had a few thoughts--but nothing really worked out.
Hegel's triadic (three fold) structure which he acknowledged came from Plato and obviously Kant. To me it is seems certain that to some degree he was inspired by Isaac Luria. [at least we know Hegel quoted the Ari and so he must have known about him to some degree.]
To some degree it is possible to see the importance of the triads of Hegel by means of the Cantor set. In the Cantor set you keep taking out the middle third and if you go to infinity it turns out that the Lebesque measure intersection of all the subsets is zero.
Which simply means if you take out the middle term you get no connection between the first and third.
To some degree it is possible to see the importance of the triads of Hegel by means of the Cantor set. In the Cantor set you keep taking out the middle third and if you go to infinity it turns out that the Lebesque measure intersection of all the subsets is zero.
Which simply means if you take out the middle term you get no connection between the first and third.