I'm an independent researcher (no affiliation) sharing three preprints and asking mathematical physicists for critical review.
Starting point: time flows irreversibly. What minimal structure must a state space have for distinguishability to be preserved?
Where I most want scrutiny:
the uniqueness argument for Δe_n = n²e_n
overlap with known results I may have missed
how far the Ω = Δ → spin/gauge correspondence is justified
Errors and counterarguments are welcome. These are preprints, not peer-reviewed.
Preservation of Distinguishability
doi.org/10.5281/zenodo.22076…
…and the Dissipative Projection
doi.org/10.5281/zenodo.22772…
…and the Rotational Dynamics
doi.org/10.5281/zenodo.23009…
Code (2): github.com/OpticalEyezXL/del…
Code (3): github.com/OpticalEyezXL/del…
Physics posits a state space and describes change within it. However, without the flow of time, there is no change of state, and without state change, one cannot speak of "difference" in the first place.
Driven by this question, I traced the dynamics required to preserve the flow of time and the resulting distinguishability. As a result, both a Hilbert space and its generator (Delta e_n = n^2 e_n) were naturally derived.
This paper identifies that structure as the Separation of Generation and Trace, and proposes treating time not as a background variable but as a structural coordinate axis.
doi.org/10.5281/zenodo.21020…
As long as the primitive condition of distinguishability Δ exists, the non-trivial zeros of zeta must lie on 1/2.
doi.org/10.5281/zenodo.20703…
Optical Eyez XL retweeted
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This suggests every pebble, atom, and you are divine.
오늘은 피드에 이 얘기가 많이 보이던데..
논문내용 :
exp(x) − ln(y) 형태의 단일 이항 연산자인 EML이 모든 초등함수와 상수를 생성할 수 있음





