Algorithmacy
Lab / open repository
Research algorithmacy-lab · open computational program

A method, run end to end.

The Algorithmacy Lab is a public research program built around a method: a six-stage, AI-assisted protocol that takes one question from prior-work review to a finished quantitative paper, with five falsifiable hypotheses fixed before any computation and refutations reported as first-class results. The protocol is grounded in established norms — Platt's strong inference, Chamberlin's multiple working hypotheses, pre-registration — and is made runnable, end to end. The thesis below is the domain it is currently applied to; the protocol is the contribution.

01

The method.

One question, six stages, run as a pipeline. Each stage is specified so the whole thing can be executed start to finish rather than described in the abstract. The discipline is front-loaded: the hypotheses are committed before the instrument is run, so a result can disconfirm them.

  1. 01 · Review

    Survey the prior work the question sits in.

  2. 02 · Deep research

    Read the literature closely enough to state a real, contestable claim.

  3. 03 · Hypotheses

    Fix five falsifiable hypotheses before computing — so the test can fail.

  4. 04 · Methods

    Specify how each hypothesis will be tested against the instrument.

  5. 05 · Run

    Execute the tests against the exact-Φ ground-truth instrument.

  6. 06 · Paper

    Write a full paper — nulls and refutations reported as first-class results, not omitted.

02

The thesis it's applied to.

The program's domain is a single, made-computable claim: a coordination form is either dyadic — it factors into independent pieces, and so demands literacy — or triadic — it is structurally irreducible, and so demands algorithmacy. To make that testable, a worker–system–counterpart arrangement is modeled as a small Boolean dynamical system, and one reads whether its most-integrated state factors apart (dyadic) or stays bound (triadic).

The verdict is computed with exact integrated information — Φ from IIT 4.0, via the PyPhi library. It is an exact reading of the model, not a proxy or an approximation. The foundations/ arc holds the measure-validation experiments that established this instrument before it was turned on the organizational questions.

03

The track record.

04

A worked example.

The first question taken fully through the automated pipeline asked whether the dyadic/triadic verdict reproduces Thompson's (1967) ordering of interdependence — pooled, then sequential, then reciprocal, in rising order of coordination demand.

It does not. Four of the five pre-registered hypotheses were confirmed and one was refuted; under a uniform convention the verdict scores pooled as dyadic and ranks both sequential and reciprocal as triadic, collapsing the top of Thompson's ordering. The headline is a negative result about a classic typology — which is exactly what the protocol is built to surface and report. Read it as a worked example of the method, not as a settled claim about coordination.

05

Scope & limitations.

Read these results for what they are. They are in-silico results on small Boolean models, computed exactly. That exactness is internal: when two models agree, that is internal validity, not evidence about any real organization. A validation gap separates these computations from empirical claims about firms, teams, or platforms.

06

The repository.

Everything is public. The lab proper lives in org_frontier/; the instrument-validation work lives in foundations/. Start at the repository, or go straight to a document.

Convened around the same coordination form: the conference tracks →