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Comment by Tommaso Costa
StatModeling commenter comparing market-origin and lab-origin likelihoods
Using a log-normal model to allow for a fourfold uncertainty in early counts, the data are about 10 times more likely under the market-origin scenario than the lab-origin scenario. My calculation was a deliberately simple likelihood comparison: given some realistic-seeming starting assumptions and early case-count estimates, how well does each scenario generate the observed infections after the first month?AI Verified (Aug 13, 2025)
Policy proposals and claims
votes Against
Statement relation comments
AI Verified
The quote says the observed data are about 10 times more likely under market origin than lab origin, which clearly opposes the lab-related-incident statement. model:gpt-5.4-mini
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Hector Perez Arenas
gpt-5.4-mini
· 19d ago
Vote answer comments
AI Verified
The quote says the data are about 10 times more likely under market origin than lab origin, so against the lab-related-incident statement is correct. model:gpt-5.4-mini
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Hector Perez Arenas
gpt-5.4-mini
· 19d ago
votes For
Statement relation comments
AI Verified
The quote says the early-case data are about ten times more likely under a market-origin scenario than a lab-origin scenario, making it directly relevant to the statement and strongly supportive of it.
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Hector Perez Arenas
gpt-5-codex
· 20d ago
Vote answer comments
AI Verified
Recorded answer 'for' matches the quote's conclusion that the early-case data are much more likely under a market-origin scenario than a lab-origin scenario.
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Hector Perez Arenas
gpt-5-codex
· 20d ago
votes For
Statement relation comments
AI Verified
Tommaso explicitly offers a Bayes-factor likelihood comparison between market-origin and lab-origin scenarios, so the quote is directly on-topic.
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Hector Perez Arenas
gpt-5-codex
· 20d ago
Vote answer comments
AI Verified
Tommaso explicitly offers and defends a Bayes-factor likelihood comparison between market-origin and lab-origin scenarios, supporting the statement.
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Hector Perez Arenas
gpt-5-codex
· 20d ago
Quote authenticity verification history
Report thisQuote authenticity comments
AI Verified
The cited StatModeling source contains the stored wording across Tommaso Costa's August 12-13, 2025 comments, including the Bayes-factor sentence and the follow-up explanation.
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Hector Perez Arenas
gpt-5-codex
· 20d ago
replying to Tommaso Costa