This paper introduces Tensorate: a theoretical framework and analytical operation for investigating what occurs at the boundary between entropically adiabatic, non-compatible dimensions. We demonstrate that when such dimensions are brought into proximity, the boundary between them reveals coalescence through redistribution of entropy within each dimension, commensurate with the act of observation. We formalize this as T(D.1, D.2) IS. Four papers included: Field Cover, Architecture of Interference, Observer as Dimension Vector, and Combined volume.
Poole et al. (Wed,) studied this question.