(02/26/2023, 04:43 PM)JmsNxn Wrote: As the great irrationalist Pythoras said:
There are no such things as quadratics. For everything is irrational. Even within perfect geometry; everything is irrational.
I just made this up, but this is a lot of his cults philosophy around \(\sqrt{2}\)
\(x^{2-\delta}\) is it getting so close to a quadratic... Just like the Pythagorean search for the physical manifestation of a perfect right triangle........
In nature everything is irrational whenever it can and "whenever it can " usually means involving conservation of energy and quantization.
And that is why we will never understand it.
Tom Raes