Questions

Asked often, or worth asking. Grouped by what, why, how, when, and where.

What

What is this site?

A body of work claiming that one number, the fine-structure constant, is the signature of a geometry, and that the geometry, once taken seriously, yields particle masses, the dark sector, and the shape of observation itself. The site carries the full argument as a book (the Volume), the source papers, 297 verification scripts that recompute every quantitative claim, and a public registry of the work's own known gaps and refuted claims.

What is the fine-structure constant?

A pure number, near 1/137, that sets how strongly light couples to matter. It has no units; it is the same in every system of measurement, which is why its value calls for an explanation rather than a convention. Atoms have the size they have, and chemistry works the way it works, because this number is what it is. It is among the most precisely measured quantities in physics and, in standard theory, entirely unexplained.

What exactly is being claimed?

Three different kinds of thing, and they should not be blurred. First, computations: identities and numerical results that a script can verify; these are not claims at all in any contested sense, and you can run them. Second, physical claims: that the computed quantities are the measured ones, for the stated geometric reasons; these are falsifiable, each carries a named test, and the instruments will decide. Third, readings: what the geometry means, including the account of observation and consciousness; these are offered as the author's interpretation and labeled as such.

What is not claimed?

The framework does not derive the gauge group of the Standard Model, the quark masses, or anything about neutrinos. It derives relativistic kinematics but not the field equations of general relativity. It does not derive the Born rule. The final chapter of the Volume states this ceiling without decoration, and the registry lists every known gap. Three claims made earlier in the work were refuted by the work's own discipline and remain on record as refuted.

What would prove it wrong?

Named measurements, listed in Chapter 13 of the Volume. Among them: a future CODATA value of the fine-structure constant moving in the wrong direction kills the derived residual; a single galaxy incompatible with the one-length halo kills the dark-sector model; a tau-mass measurement off the predicted integers kills the lepton law. The work pre-commits to these. A framework that cannot lose measures nothing.

Why

Why should anyone take a theory of everything from one person seriously?

On authority, no one should. The site is built so that authority is never the question: every number can be recomputed on your own machine, every gap is registered publicly, and every headline claim names the measurement that would kill it. Take none of it seriously and run one script; that is the intended entrance.

Is this numerology?

The accusation is fair to raise, because the history of physics is littered with expressions tuned to match constants. The difference is freedom: numerology fits after the fact, with knobs. Here the expression is fixed by the geometry before any comparison, nothing is adjustable, the residual against measurement is itself derived rather than excused, and the same geometry, with the same zero knobs, lands on independent measurements: lepton masses, galaxy rotation, the dark energy fraction. A coincidence has to work very hard to do all of that at once. It remains possible; the falsifiers exist to find out.

Why a website instead of journals?

Because the work's natural reviewer is a computer, and journals do not run scripts. A conventional paper on the galaxy results is prepared for submission, and formal review has its place. But the core of this work is checkable in a way prose review is not: the honest referee is the verifier suite, and it is open to anyone, now, without permission.

Why does consciousness appear in a physics framework?

Not as an addition. The derivation starts from observation: what a self-observing geometry can and cannot read of itself turns out to fix the structure everything else follows from. The homepage tells that story without equations. The claim is structural, not mystical; where it shades into interpretation, it is labeled as interpretation.

How

How do I check the claims myself?

Open the Verifiers page, pick the claim you find least believable, and run its script in the browser. Nothing to install; the scripts and their data also come as one download if you prefer your own machine. Each paper names its verifier, and each verifier prints every check it makes.

How is this different from established approaches?

Mainly in what is not present: there are no adjustable parameters anywhere in the framework, nothing is trained or fitted, and the architecture is fixed by exact identities before any data arrives. Where standard model-building tunes to match measurement, this work derives, compares once, and publishes the comparison together with the means to rerun it.

How were the known errors found?

By the work auditing itself. The registry exists because remarks of the form "this is not yet proven" were tracked as first-class objects, each requiring a documented resolution. Under that discipline some claims were repaired, some retired, and three were refuted outright. The refutations are published with the same prominence as the results.

How can I object, contribute, or report a mistake?

The registry is the front door for objections: it shows what is already known to be open or weak, and an objection in runnable form (a script, a counterexample, a measurement) is the most valuable thing a reader can send. Substantive findings are incorporated with credit, by name.

How was AI used in this work?

As an instrument, under discipline. Drafting, formalization, and tooling were done with AI assistance, steered and ruled on by the author; every quantitative claim is checked by deterministic scripts that owe nothing to any model's opinion. The site also publishes a machine-readable layer inviting any reader's AI to audit the work independently; see For AI.

When

When will this be peer reviewed?

Review is open now to anyone with a Python interpreter, and that is not a deflection: the checkable core neither needs nor benefits from gatekeeping. A conventional paper on the galaxy results is prepared for journal submission. The interpretive claims will be judged the way interpretation always is: slowly, by whether it keeps paying.

When do the predictions get tested?

Continuously. Every refinement of the fine-structure constant tests the derived residual's direction. Tau-mass measurements test the lepton law's integers. The next generation of galaxy surveys tests the one-length halo. A gravitational-wave signature sits in a band the LISA mission will hear in the 2030s. The work does not get to choose its examiners or its examination dates.

Where

Where do I start?

The homepage tells the whole story without one equation. From there, Chapter 1 of the Volume if you want the argument, or the Verifiers if you want to interrogate it before reading it. Both orders are respectable.

Where does the data come from?

Public sources: the SPARC database of 175 galaxy rotation curves, CODATA values for the constants, the Particle Data Group for masses. The verifier bundle includes the data files it reads, so the checks run on the same inputs the papers used.

Who

Who is the author?

Come on. If you have read this far, you already know.