Transmeasurable or Transmultiplicity
Transmeasurable or Transmultiplicity – The idea that measurability itself is only one sensible context among many, so that even infinite computation is dwarfed by finite experiential (aesthetic) qualities. . Mathematically this translates into the suggestion that all infinite sets are actually smaller than the Absolute set (which is aesthetic under PIP) , which is technically finite but transmeasurable. The primary colors for example, Red, Green, and Blue (or Red. Yellow, and Blue) contain or reflect vastly more ‘values’ than could any quantitative description of wavelength/frequency, even when that description is divided infinitely (or into virtual sub-Planck units). Because each part of the visible spectrum represents its own location within the continuum literally as well as all color combinations figuratively, the sense of finite primary and secondary hues evokes more value than could computable wavelengths alone, even though they are potentially infinite.