Correspondence between the Bloch’s Theorem and the Oyibo Grand Unified Theorem within the Purview of Generic Torus

We have shown in [1] that the geometric object for the geometrical and quantization foundation of the Oyibo grand unified theorem (GUT) is the torus. This torus is generic meaning that its nature depends on the periodic boundary conditions of the system and other physical constraint conditions. By observing that the Bloch’s theorem also has this torus as its generic geometric object, we show that there is correspondence between the Bloch’s theorem and the Oyibo GUT. The implication of this correspondence in using the Oyibo GUT to study strongly correlated systems in condensed mater physics is then discussed.