I’m exploring whether the restructuring of informational redundancy in neural systems, a process often cited in models of consciousness (e.g., Pribram, Poznanski, Chauvet), can be understood as a form of interference-driven phase shift in an underlying oscillatory field.

In particular, I’m interested in models where:

• Redundancy structures represent distributed informational configurations across space and time.
• Functional reorganization of these structures (e.g., in response to uncertainty or intentional selection) corresponds to a transition in phase alignment or coherence between oscillatory elements.
• The outcome of this restructuring process acts as an instruction to act, aligning with intentionality or awareness.

From the perspective of the Oscillatory Dynamics Transductive-Bridging Theorem (ODTBT), these reconfigurations are viewed as transductive shifts, akin to sine-cosine phase realignments across recursive holons, where nested boundary conditions reshape informational fields via constructive or destructive interference.

My questions for the community:

• Has the comparison between redundancy restructuring and oscillatory phase shift been formally explored in computational neuroscience or field-theoretic models?
• Are there empirical methods (EEG, MEG, fMRI) that track reorganization via phase-based metrics, e.g., phase-locking value (PLV), coherence, or cross-frequency coupling?
• Does anyone model this as a nonlocal, thermodynamically driven transition within brain dynamics?

Any insights, references, or modeling approaches addressing intentionality, intrinsic information, or non-symmetric neural coordination would be of interest.