Here we shall be using the wave function to mean a packet of vibrations as in current quantum mechanics but that in our case we envision everything imaginable in the universe as made up of waves. Any specific thing whatsoever is not just represented by, but is a group of oscillations given by sine waves. These groups of sine waves representing all phenomena, such as a particle, an atom, planet, galaxy, objects, a thought, word, concepts or ideas, mind, etc. may be immensely complex, comprising waves in fractal groups extending into higher dimensions, in which their phase relationship is of key importance. These wave functions are holographic and have a precise geometry. This geometry is information.

Quantum physics is one of the most inspirational and contradictory subjects of science available to man today. It is a very difficult and confusing thought to understand that the physics that define our world (Newtonian physics) end at the atomic level and an older and more fundamental version of physics takes over and controls Newtonian physics at the quantum level. This is the gateway to ultimate understanding of our existence and purpose, IMO. This paper on the wave function describes the purpose of the wave function and Fourier analysis in wave analysis and quantum physics.