CHORD LANGUAGE

Chords are subsets of quantized spectra (n·f, f/n ): each chord corresponds to its own unique characteristic quantized spectrum, which is mapped to a specific set of chord semantics. Based on this spectrum-semantic mapping relationship, chord generation time (chord progression—music), space (membrane—string structure—painting), and life (meridian system) are used to construct a coherent "chord field".

Chords and quantization are different expressions of discrete physical quantities, and also two complementary observer perspectives: the first-person subjective experience and the third-person external measurement. They coexist in the same phenomenological domain, with mathematics serving as the primary connecting bridge—from the chord observer's perspective: chord encoding is "quantized," endowing it with semantics and logic.

Chords (quantization) are a natural coding structure that encompasses time-space (music, painting) and life (meridians).