This analysis establishes a link between environmental decoherence and stable existence modes in a quantum context, indicating new insights.
We present a unified interpretation of environmental decoherence within the Theory of Residency (TNA) framework, establishing a formal correspondence between quantum state stabilization and linear spectral resolution3. We argue that environmental decoherence is not merely the loss of phase information, but an ontological mechanism through which Spectral Deltas emerge as stable modes of existence induced by boundary structures By analyzing the reduction of the density matrix ρ into its diagonal spectral form, we demonstrate that pointer states are functionally equivalent to Ontological Deltas, whose weights quantify their structural necessity5. Furthermore, we show that this process is the quantum analog of the classical A^T A diagonalization in linear systems, where both represent the reduction of incoherence into structurally necessary modes6. This approach complements standard decoherence theory by providing a structural basis for outcome selection, ultimately bridging the gap between quantum measurement, linear algebra, and structural necessity7.
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Claudio Bresciano (2026) studied this question.
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