| Literature DB >> 34927119 |
Emma Pritchard1,2, Joel Jones3, Karina-Doris Vihta1,4, Nicole Stoesser1,2,5,6, Prof Philippa C Matthews2,5,6, David W Eyre1,4,6,7, Thomas House8,9, John I Bell10, Prof John N Newton11, Jeremy Farrar12, Prof Derrick Crook1,2,5,6, Susan Hopkins1,13,14, Duncan Cook3, Emma Rourke3, Ruth Studley3, Prof Ian Diamond3, Prof Tim Peto1,2,5,6, Koen B Pouwels1,15, Prof A Sarah Walker1,2,5,16.
Abstract
BACKGROUND: The COVID-19 pandemic is rapidly evolving, with emerging variants and fluctuating control policies. Real-time population screening and identification of groups in whom positivity is highest could help monitor spread and inform public health messaging and strategy.Entities:
Keywords: SARS-CoV-2; community; monitoring
Year: 2021 PMID: 34927119 PMCID: PMC8665900 DOI: 10.1016/j.lanepe.2021.100282
Source DB: PubMed Journal: Lancet Reg Health Eur ISSN: 2666-7762
Characteristics of the core variables for visits included in analysis.
| Characteristic | Positive, n (%) or median (IQR) | Negative, n (%) or median (IQR) | Total, n (%) or median (IQR) |
|---|---|---|---|
| 43 (23, 58) | 52 (33, 66) | 52 (33, 66) | |
| Male | 14,405 (48) | 1,911,299 (47) | 1,925,704 (47) |
| Female | 15,498 (52) | 2,150,335 (53) | 2,165,833 (53) |
| White | 26,702 (89) | 3,764,627 (93) | 3,791,329 (93) |
| Non-White | 3,201 (11) | 297,007 (7) | 300,208 (7) |
| 54 (29, 78) | 60 (34, 81) | 60 (34, 81) | |
| One | 3,842 (13) | 675,623 (17) | 679,465 (17) |
| Two | 10,124 (34) | 1,725,494 (42) | 1,735,618 (42) |
| Three | 5,797 (19) | 657,828 (16) | 663,625 (16) |
| Four | 6,639 (22) | 686,036 (17) | 692,675 (17) |
| Five or more | 3,501 (12) | 316,653 (8) | 320,154 (8) |
| No | 27,311 (91) | 3,796,655 (93) | 3,823,966 (93) |
| Yes | 2,592 (9) | 264,979 (7) | 267,571 (7) |
| Major urban area | 14,044 (47) | 1,449,580 (36) | 1,463,624 (36) |
| Urban city/town | 11,425 (38) | 1,735,105 (43) | 1,746,530 (43) |
| Rural town | 2,445 (8) | 435,296 (11) | 437,741 (11) |
| Rural village | 1,989 (7) | 441,653 (11) | 443,642 (11) |
| London | 6,498 (22) | 698,608 (17) | 705,106 (17) |
| North West England | 5,077 (17) | 477,380 (12) | 482,457 (12) |
| North East England | 1,390 (5) | 156,119 (4) | 157,509 (4) |
| Yorkshire | 2,861 (10) | 343,353 (8) | 346,214 (8) |
| West Midlands | 2,266 (8) | 311,661 (8) | 313,927 (8) |
| East Midlands | 1,893 (6) | 264,293 (7) | 266,186 (7) |
| South East England | 2,986 (10) | 531,594 (13) | 534,580 (13) |
| South West England | 1,332 (4) | 320,869 (8) | 322,201 (8) |
| East England | 2,425 (8) | 405,304 (10) | 407,729 (10) |
| Northern Ireland | 665 (2) | 106,660 (3) | 107,325 (3) |
| Wales | 969 (3) | 179,900 (4) | 180,869 (4) |
| Scotland | 1,541 (5) | 265,893 (7) | 267,434 (7) |
Note: for deprivation percentile, 1=most deprived, 100=least deprived. Multigenerational household defined as households including individuals aged school year 11 or younger AND school year 12 to age 49 AND aged 50+
Figure 1AOverall effects of the 8 core variables across the 52 week study period.
Note: RC=reference category. HH=household size. The size of the circles are proportional to -log10 of the global p-value for each variable in each fortnight. Circles with black outlines indicate p<0·05. The colour of the circles represents the size of the odds ratio (vs the reference category shown). For categorical variables with >2 levels (region, rural/urban classification, and household size), the reference category was set as the level with the lowest positivity in each fortnight, and the overall “odds ratio” calculated as: . As age was included in the model as a restricted natural cubic spline, odds ratios were predicted at ages 10, 25, 40, and 55 vs 70 (reference) years and then combined in the same way. Numbers testing positive in each fortnight are provided in Supplementary Table 2. See Methods for details of classification as isolated, persistent etc.
Figure 1BEffects of the 5 core variables with more than two categories across the 52 week study period.
Figure 2Adjusted effect of age (years) on positivity over the 52 week study period.
Note: Odds ratios are predicted for each age vs a reference age of 45 years.
Figure 3Global hetrogeneity p-values per factor from the screening process over 4 specific fortnights.
*Benjamini-Hochberg threshold; calculated by ordering p-values from smallest to largest (k = 1,…n), and using the formula: B-H threshold = k(0·05/N), where N is the total number of tests. Note: Black dashed line shows y = x. See Supplementary Table 1 for variable names and distributions. See Supplementary Figure 17 for plots for all fortnights.
Figure 4Overall effects of additional factors from the screening process, adjusted for the core variables, over the 52 week study period.
Note: each factor included in addition to the core variables in each fortnight. Black diamonds indicate factors which remain after backswards elimination of all factors with p<0·05 in each fortnight. White squares indicate fortnights where characteristic was not collected by the survey. Categorisation of effect persistence (persistent, comes/goes, isolated) was done after backwards elimination. See Supplementary Table 1 for variable names and distributions.
Figure 5Adjusted effects of behavioural variables from the screening process.
Note: each factor included in addition to the core variables in each fortnight. Black diamonds indicate factors which remain after adjustment for all variables identified in the main screen and backswards elimination of all factors with p<0·05 in each fortnight. White squares indicate fortnights where characteristic was not collected. Categorisation of effect persistence (persistent, comes/goes, isolated) was done after backwards elimination. See Supplementary Table 1 for variable names and distributions.