Integral Model: System, Antisystem, and Isomorphism of Constraints (Methodological Supplement to the Ternary Theory of Reality)

This work presents an integral model in which any stable reality emerges from the interaction of two complementary discrete structures—the System and the Antisystem—both sharing the same combinatorial foundation of 96 patterns derived from the ternary group Z3×Z3Z3×Z3. The System corresponds to development, synthesis, and evolution, while the Antisystem defines the boundaries of possible states by unfolding the same patterns in a mirror‑like, reverse order within a multidimensional space. This isomorphism of constraints is shown to be a universal principle, appearing in coding theory (Hamming distance, error‑correcting codes), genetics (epigenetic regulation as a mirror of the genetic code), quantum physics (T‑duality and the holographic principle), analytical psychology (Jung’s Shadow), and ancient combinatorial systems (I Ching). The model serves as a methodological supplement to the previously published ternary theory of reality, which was algorithmically verified through MQL4 code, historical data, number theory, physics, and market dynamics.