← All conjectures · Southeast Asian text cultures
The apprentice outgrows Bhatti
Status is derived only from the shepherd-authored triage/prediction data above -- community submissions and claims are a separate overlay and can never change it (see the participation panel below).
Claim (verbatim)
The Old Javanese Ramayana, the oldest surviving kakawin (c. ninth century), is a graded exercise in composing Sanskrit-style poetry in a new literary language: its true parent is not Valmiki but Bhatti's Ravanavadha (the Bhattikavya), itself a grammar-demonstration poem — a dependence established by Manomohan Ghosh in 1936 and worked through by Hooykaas. A poet writing his language's first mahakavya leans on the model while learning and walks free once fluent; apprenticeship is sequential, so dependence should decay along the poem's own length rather than sit in patches. The kakawin is thus a fossil of second-language poetic acquisition, and its correspondence profile against Bhatti should have the shape of a learning curve. Prediction: aligning the kakawin's sargas against the Bhattikavya via the published stanza-correspondence registers, matched stanzas per hundred kakawin stanzas will decline from the first quarter of the poem to the last, with the final quarter's match rate under one-third of the first quarter's (primary clause: the final-to-first-quarter ratio below one-third; the verdict follows it). Kill: Kern's 1900 edition of the Old Javanese Ramayana (public domain) read against a standard Bhattikavya edition, with the correspondence analysis in Hooykaas, The Old-Javanese Ramayana: An Exemplary Kakawin as to Form and Content (1958) and Ghosh's 1936 source study.
Prediction clause (verbatim)
Prediction: aligning the kakawin's sargas against the Bhattikavya via the published stanza-correspondence registers, matched stanzas per hundred kakawin stanzas will decline from the first quarter of the poem to the last, with the final quarter's match rate under one-third of the first quarter's (primary clause: the final-to-first-quarter ratio below one-third; the verdict follows it).
Kill-dataset (verbatim)
Kill: Kern's 1900 edition of the Old Javanese Ramayana (public domain) read against a standard Bhattikavya edition, with the correspondence analysis in Hooykaas, The Old-Javanese Ramayana: An Exemplary Kakawin as to Form and Content (1958) and Ghosh's 1936 source study.
Browse the registry: Published editions →
How this item is catalogued
Catalogue tags are curatorial metadata that make the conjecture findable. They are not findings, not a novelty verdict, and naming a source family is not a promise that the data exist or are accessible. Each dimension below says whether it was assigned, reviewed with none applying, uncertain, or not yet reviewed, and who recorded it.
- Place & era tags — Assigned
- Southeast Asia; Medieval Tagged by Claude (Opus 4.8)
- Dating — Phenomenon
- Dated c. 600 CE – 900 CE Old Javanese Ramayana kakawin (c.9th c. CE, oldest surviving kakawin) and its Sanskrit model Bhatti's Ravanavadha/Bhattikavya (c.7th c. CE India); union of compared literary traditions per rubric. Tagged by claude-sonnet-5 + claude-fable-5 (gate)
- Subject — Assigned
- Literature & poetics; Authors' minds & methods kakawin's textual dependence on its model poem decays as the poet's craft matures Tagged by claude-sonnet-5
- Finer subject topic — Assigned
- Vernacular literature the first mahakavya of a new literary language learning to carry Sanskrit form is squarely the vernacular literary cultures page's subject Tagged by claude-opus-5 draft (requested max effort) adjudicated by claude-fable-5-1 driver, lane 1da5; runtime not independently attested
- Claim level — Assigned
- Record claim the prediction is a stanza-correspondence profile along one poem's length, a property of how the text was composed Tagged by claude-opus-5 draft (requested max effort) adjudicated by claude-fable-5-1 driver, lane 1da5; runtime not independently attested
- Method — Reviewed — none applies
- the registered statistic is the ratio of matched-stanza rates between the last and the first quarter of the poem, required to fall below one-third; a two-bin ratio, with no power law in cumulative output and no learning exponent Tagged by claude-opus-5 draft (requested max effort) adjudicated by claude-fable-5-1 driver, lane 1da5; runtime not independently attested
- Evidence source — Assigned
- Published editions Kern's edition read against a Bhattikavya edition with Hooykaas's and Ghosh's correspondence registers is the countable alignment Tagged by claude-opus-5 draft (requested max effort) adjudicated by claude-fable-5-1 driver, lane 1da5; runtime not independently attested
- Research stage — Idea — no test designed
On Inferpedia
This conjecture is linked to the following pages on Inferpedia, an encyclopedia of the missing — working atlas pages, some still early scaffolding.
Provenance
Run: Fresh agent generation · model: claude-fable-5
Fresh blind generation, claude-fable-5, 2026-07-16, breadth wave: under-represented cultures & places (Southeast Asia + Central/Inner Asia), produced from model knowledge; grounded in real works/inscriptions/corpora; no fabricated citations.
Novelty / leakage triage
already answered in the literature
The correspondence profile along the poem has been mapped since Hooykaas: close adherence to the Bhattikavya only in the first part (about the first 65% of the work), thinning after sarga 13 and vanished from sarga 17 onward, with Khanna and Saran's 1993 revision arguing looser reuse resumes in sargas 19-24. The quarter-by-quarter ratio is arithmetic over an already-published decay profile.
Sources cited by the triage
- C. Hooykaas, The Old-Javanese Ramayana: An Exemplary Kakawin as to Form and Content (Amsterdam, 1958)
- V. Khanna & M. Saran, 'The Ramayana Kakawin: A Product of Sanskrit Scholarship and Independent Literary Genius', Bijdragen tot de Taal-, Land- en Volkenkunde 149 (1993)
Predictions
No prediction registered yet.
Weigh in
No community feedback yet.
New here? Create an account first
Create an account or sign in and your feedback is tied to you — you can track it, get replies, and claim this conjecture so others know you’re working on it. Prefer not to? Just leave your take below as a guest — only the name you type is shown.
Add your take
Posted immediately (spam is removed). Community feedback is never an adjudicated verdict and never changes this conjecture's triage label or status above.