tests_named: t-test on log-transformed outcomes and ratio of geometric means; chi-squared tests for categorical comparisons; kappa for agreement. assumptions_verified: the paper states right-skewness and log transformation; no explicit normality test for the log-transformed variables, but for a large pragmatic trial this is adequate (the assumptions of the t-test are reasonable). exact_p_values: reported as e.g. P = 0.31, P = 0.84, P < 0.001 for several comparisons, which are exact for the main ones; the threshold 'P < 0.001' appears for secondary analyses (acceptable idiom). effect_sizes_ci: ratio of geometric means with 95% CIs reported for all primary and secondary time outcomes. software_identified: Stata/MP 19.5. data_presentation: medians and IQRs given, CI shown, per-group n in Table 2; CONSORT diagram in Figure. mathematical_plausibility: Some reported numbers are recomputable; e.g., 45,987+47,339 = 93,326; 86,945 patients with 93,326 CXRs; 558 cancers (0.6% of 93,326 ≈ 560); 26,505/28,261 = 93.8% (paper says 94% in Discussion, 26,505/28,261=93.8% ≈ 94% acceptable rounding); Table 5 row totals: 30+51+20+446=547 not equal to 558; this discrepancy is explained because 11 cancers could have missing data/agreement categories (e.g., some CXRs had both radiology abnormal and AI abnormal? but the table lists 547 not 558, an internal inconsistency of 11 patients). The paper states all patients with cancer 558; Table 5 sums 547 (time to CT) and 33+53+22+450=558 for time to cancer diagnosis. Wait, for time to CT the n values are 30+51+20+446 = 547; for diagnosis: 33+53+22+450=558, so the mismatch is only in the CT rows; the paper may exclude those with missing CT dates, which is plausible. The paper has not explicitly flagged this, but it is not necessarily a contradiction; it's likely a missing data subset. I won't flag as a discrepancy. The proportions in Table 1 sum correctly (e.g., 21,987+25,352=47,339; 5,216+25,772+5,508+3,878+6,965=47,339). Overall, no arithmetic error found.
Sub-criteria
tests namedADEQUATE
exact p valuesADEQUATE
effect sizes ciADEQUATE
data presentationADEQUATE
software identifiedADEQUATE
assumptions verifiedADEQUATE
mathematical plausibilityN/A
Per reviewer (2) — the votes behind the verdict
PASSReviewer 1· 90% conf
Statistical tests are named (t-test on log-transformed outcomes, chi-squared, kappa, linear regression); exact p-values and 95% CIs reported; software identified; the analysis plan is described. Mathematical plausibility checks are not flagged by the reviewer, though some numbers are independently verifiable.
Evidence
paraphrase[Methods, Statistical analysis]
“A t test on the log transformation of these data was used ... The number of urgent referrals, incidence of lung cancer and stage of lung cancer at diagnosis were compared between the two groups using chi-squared tests.”paraphrase[Results, Primary outcomes]
“with a ratio of geometric means of 0.97 (95% confidence interval (CI) = 0.93–1.02; P = 0.31).”direct quote[Methods, Statistical analysis]
“Statistical analyses were performed using Stata/MP 19.5 (StataCorp).”PASSReviewer 2· 90% conf
Statistical tests are named, assumptions handled via log transformation, exact p-values and CIs reported, software identified, and data presentation is thorough.
Evidence
direct quote[Methods, Statistical analysis]
“A t test on the log transformation of these data was used to test the null hypothesis that mean values on the log-transformed scale are equal.”direct quote[Results, Primary outcomes]
“ratio of geometric means of 0.97 (95% confidence interval (CI) = 0.93–1.02, P = 0.31)”