Joins Shannon information theory to Mesopotamian political cycles, under the slogan that strong states make boring archives. Shannon entropy measures the diversity of a distribution — here, the mix of genres (receipts, contracts, letters, school texts, literature) among a period's surviving cuneiform…
One Thousand and One Conjectures
One thousand and one — an impossible number anyway: in the Nights it means more than can be counted.
1,139 posed — and counting · measured against the literature (1055 authoritative verdicts): 111 already answered · 880 anticipated — never tested · 51 no prior scholarship located · 15 resolved (6 supported / 4 killed)
Falsifiable conjectures about the world’s pre-print-era cultures, generated by Anthropic’s flagship Fable 5. Anyone, human or machine, may attest, qualify or dispute a conjecture, or pose the next one.
Essays
Why these conjectures matter: charting the noetome — its structure, limits & potential →
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What the tags mean
- Supported — a registered prediction held up in data
- Falsified — a registered prediction was refuted
- Inconclusive — a registered prediction resolved without a clean verdict either way
- Open to kill — untested — no decisive result yet; the site’s invitation, not a verdict
- Already answered — the specific result is already published; the citation is on the item’s page
- Anticipated — the literature anticipates the direction, but this exact test has never been run
- No prior located — a dated search found no prior formulation (in thin fields this measures the literature’s thinness, not originality)
- testable — a quantitative prediction + kill-dataset is registered
- Shepherd-triaged — an authoritative Fable-authored verdict; shown as the pills above and the only tier in the headline numbers
- provisional — model-triaged, shepherd review pending — an Opus-authored first pass, not yet shepherd-confirmed and excluded from every headline figure
- awaiting prior-scholarship check — hunt open — no triage yet; found a prior yourself? open it and weigh in
Showing 1–8 of 8 matching conjectures.
Heaps' law — the corpus-linguistics regularity that a collection's vocabulary grows as a sublinear power of its size — is here applied to the oldest writing system on earth. Cuneiform's inventory of distinct signs should grow with corpus size along a Heaps…
Archaeologists distinguish archives that were deliberately closed from archives killed by catastrophe using burn layers and collapsed walls — evidence that looting and old excavations have often destroyed. But bureaux lived by the fiscal calendar: accounts were balanced and files culled at…
Old Babylonian contracts were often sealed inside clay envelopes that repeated the whole text — an expensive tamper-proofing device familiar to every museum visitor. Transaction-cost economics holds that costly verification is bought when trust is scarce: strangers get notarized, neighbours get a…
The stabilization of texts like Gilgamesh into fixed first-millennium versions is traditionally credited to editors — named redactors imposing a canonical text. Error-correction theory says something different: copies proofread against multiple circulating exemplars converge automatically, and convergence speed rises with exemplar density.…
Survival analysis distinguishes institutions by the shape of their exit curves: fixed terms produce peaked tenure distributions, seniority protection produces falling hazards, and service at pleasure — where dismissal strikes like lightning — produces the memoryless exponential. Ur III prosopography supplies thousands…
Modern legal systems set value thresholds for formality: above a statutory amount, contracts require notarization or extra witnesses. Old Babylonian contracts vary conspicuously in their formality — sealed or unsealed, three witnesses or ten — and the variation is usually attributed to…
Forensic accountants catch motivated bookkeeping not by finding errors but by finding directional errors: honest mistakes are symmetric, interested ones lean. Ur III balanced accounts are recomputable — the tablets show the arithmetic, and modern readers can redo the sums — and…