Hello,

Galileo postulated galilean relativity, which states that the laws of physics are invariant under a transformation of the coordinates. Special relativity is an extension on this, with modifications to the exact transformation that's used. Perhaps there is a transformation that describes an incoming electromagnetic wave towards the eyes/memory and an internal wave that has already been encoded into nerve impulses, and an invariant quantity that remains unchanged by the transformations that the incoming wave undergoes as its encoded and correlated with other localized regions of sensory input. Furthermore, maybe this quantity can be extracted from Maxwell's equations.

Maybe furthermore that this invariant quantity is defined by an equation that when converted into a signal can produce an affect on memory or mind.

More speculatively, maybe there is a relative reality equation that describes space-time through a tinted glass, that can not be coupled from the equations of mind, or a specific invariant property of coupled fields - possibly relating to magnets/magnetic materials.

One curiosity is the resemblence of the equations (1.4/pi)*((sin^-1(sin(pi*sin(t)))+(sin^-1(sin(0.4*pi*sin(t)))) with some aspect of hyperbolic space. Namely, the plot of this function looks like an unraveled light cone, where the t axis has been sliced and rotated into x. This function has some of the characteristics that one might expect from an equation that describes the coupling of mind with environment or of parts of the visual field with other parts. The polar plots of those equations minus a triangular wave term have a complex cobweb of interconnected structures, almost like a mix between a connectivity graph and a sphere.


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