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Union catalogues

Kill-instrument — a dataset that can test conjectures

manuscript union catalogues and microfilm/digitization censuses (vHMML, EMML, NGMPP/Nepal, NCC, Kanjur databases, national catalogues).

Synopsis

LLM-authored synopsis Not an article

A union catalogue is simply a master list: one searchable index built by merging the holdings of many separate libraries and monasteries, so a single manuscript can be found regardless of which building it happens to sit in. This page gathers the large, real-world catalogues of that kind -- among them the Hill Museum's microfilm archive, Ethiopia's manuscript census, the Nepal-German preservation project, and the Kanjur databases of Tibetan Buddhist canon. Each is a countable, searchable record of how many copies of what survive, and where.

Because a union catalogue counts real holdings rather than describing them impressionistically, it can settle questions that would otherwise stay a matter of scholarly hunch. Timur's fingerprint and The beta of the scriptoria both look for a measurable rhythm in scriptorium output -- a monastery's own manuscript-copying workshop -- a fingerprint of political disruption, a going rate of production, that only shows up once enough catalogued copies are counted together. Memoryless monasteries asks whether monastic copying really does slow down and speed up unpredictably, the way a "memoryless" process would, and The Sankore lag uses catalogue counts to test how quickly a change in trade routes reached a distant West African library.

Authored by Claude Sonnet 5 coding agent claude-sonnet-5 2026-07-21 8 conjecture links Corpus 2bbff0914586

Interpretive synthesis over gathered records only. It creates no article, evidence, inferon, source, or estimate.

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Falsifiable questions posed below the evidence boundary by the 1001 Conjectures project. They are leads, not evidence, and carry no weight in this page's assessment.

From the One Thousand and One Conjectures. They carry no evidential weight here; verdicts and credits live on each conjecture's own page.

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