This work defines asymmetry as a non-equivalent structural condition, suggesting new perspectives on structural theory.
This paper fixes asymmetry as a structural condition. Asymmetry is fixed as non-equivalence of structural fixation. Equivalence is not established. Asymmetry is not defined as imbalance, inequality, or deviation. It is fixed as a condition within structural persistence. This work does not introduce direction, reversal, or temporal order. No subject or meaning is introduced. The system is not extended, modified, or derived. Asymmetry is fixed as non-equivalence without resolution within structural persistence.
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Juza Minamikata (2026) studied this question.
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