Added: 2 years ago
From: nickharvey7
Views: 838
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  • Nick - a problem remaining for me is how to account for freewill causing a wave function collapse precisely at the fractal boundaries, which are related to the Fibonacci sequence of numbers. If the energy of the harmony waves is initiated by a photon-electron absorption, how can collective conscious choice be so precise? Can a sunflower design its own shape?

  • @kepler5813 so can freewill really collapse a wave function by choice? is it not bound by fractality? is there something in our brain that obeys the Fibonacci sequence?

  • @kepler5813 The wave function can be explained as a vector the energy level of each new vector is a ratio to the two previous vectors. The Fibonacci sequence 1, 2, 3, 5, 8, 13, 21, etc is formed naturally by the geometry of spacetime itself. Not because it is the most economical way of using that space, but because of a universal geometrical process that a Sunflower uses to design its own shape out of an infinity of possibilities.

  • The electromagnetic spectrum is bounded at the short end by the Planck length (the wavelength where the mass makes it a black hole), if not longer. An upper bound of measurability and falisfiability would be the size of the Observable Universe, a finite quantity. Falsifiabilty and measurability is likely also limited by the Uncertianty Principle.

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