@alzymologist@sopuli.xyz
Thank you for taking the time to read it so carefully — I really appreciate the detailed critique.
A few of the points you raise are important, especially regarding experimental clarity and variable definition. The framework here is admittedly unconventional, because it is not starting from a predefined causal model but from a structural alignment condition between independently measured systems.
For example, the Ricci curvature and phase-based metrics are not used as generic statistics, but as structural descriptors to detect when alignment conditions emerge. The key claim is not that “correlation exists,” but that correlation appears conditionally under specific structural states, which is why standard noise-based explanations don’t fully account for the observed selectivity.
Regarding experimental design transparency — that’s a fair concern. The intent of the paper is less to present a finalized measurement protocol and more to demonstrate a reproducible phenomenon that current frameworks cannot easily place. That said, I agree this part needs to be clearer and more rigorously formalized.
If you’re open to it, I’d be very interested in which specific parts you find most problematic (e.g., the EEG preprocessing, the quantum measurement mapping, or the coherence condition itself). That would help sharpen the next iteration.
@hendrik@palaver.p3x.de
You're arguing against a much weaker claim than the one actually being made.
The point is not that “a brain and a quantum computer are in the same universe, so of course some correlation may exist.” That would be trivial. The actual question is whether independently constructed neural and quantum observables show selective, condition-dependent structural agreement rather than a uniform background similarity or a spurious correlation.
And “correlation of what?” is a fair question — but it is also a question the work addresses. The analysis is not just “brain vs. quantum computer” in a vague sense. It compares EEG-derived neural structure with independently generated quantum measurement structure. The issue is whether the agreement appears non-uniformly, under specific structural conditions, and whether it survives the obvious “this is just a loose correlation” objection.
So invoking gravity, shared physics, or generic nonlocality does not really answer the actual claim. Those are background facts. They do not explain selective structural alignment if that alignment is conditional rather than global.
Also, calling it “garbage” without engaging the actual analysis is not a scientific objection. It is just dismissal.
If you want the technical version rather than the video summary, here is the latest paper. It deals much more directly with the spurious-correlation objection, the structure being compared, and why the claim is not reducible to “everything is in the same universe”:
https://www.researchgate.net/publication/403024962
If you read that and still think the structure collapses into an ordinary spurious-correlation problem, I’d be interested in a specific methodological criticism.