Redefinition of the Wave Function as a Time-Independent Structural Reconstruction

I am releasing a new independent theoretical paper, ver1.0, presenting a structural reinterpretation of the wave function.
Rather than a probabilistic entity, the wave function is defined as a time-independent reconstruction of existence—a structure that reaffirms itself through observation.

The proposed framework treats time as an emergent secondary variable, and the so-called collapse not as decay but as structural re-stabilization within the unified form:

Φ(x,t)=ψ(x,t)⊗O(x,t)Φ(x,t) = ψ(x,t) ⊗ O(x,t)Φ(x,t)=ψ(x,t)⊗O(x,t)

This work stands independently from previous theoretical systems while maintaining conceptual compatibility for future structural integration.
It marks a further step toward describing existence and observation as a single, non-probabilistic process.

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