| Literature DB >> 33069302 |
William E Oswald1, Stella Kepha2, Katherine E Halliday3, Carlos Mcharo4, Th'uva Safari4, Stefan Witek-McManus3, Robert J Hardwick5, Elizabeth Allen6, Sultani H Matendechero7, Simon J Brooker3, Sammy M Njenga4, Charles S Mwandawiro4, Roy M Anderson5, Rachel L Pullan3.
Abstract
BACKGROUND: Few studies have been done of patterns of treatment during mass drug administration (MDA) to control neglected tropical diseases. We used routinely collected individual-level treatment records that had been collated for the Tuangamize Minyoo Kenya Imarisha Afya (Swahili for Eradicate Worms in Kenya for Better Health [TUMIKIA]) trial, done in coastal Kenya from 2015 to 2017. In this analysis we estimate the extent of and factors associated with the same individuals not being treated over multiple rounds of MDA, which we term systematic non-treatment.Entities:
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Year: 2020 PMID: 33069302 PMCID: PMC7564382 DOI: 10.1016/S2214-109X(20)30344-2
Source DB: PubMed Journal: Lancet Glob Health ISSN: 2214-109X Impact factor: 26.763
FigureFrequency of non-treatment within MDA rounds and patterns across the four MDA rounds
(A) Counts of non-treatment in 16 236 children aged 2–14 years. (B) Counts of non-treatment in 20 091 individuals aged 15 years and older. No treatment during any round is shown on the right, each combination of part treatment in one, two, or three rounds, and complete treatment on the left. MDA=mass drug administration.
Frequency of non-treatment by individual and household characteristics and association with selected predictors in round one of mass drug administration among children
| 2 to <5 | 3804 (23·4%) | 37·5% | .. | |
| 5 to <10 | 6756 (41·6%) | 31·6% | .. | |
| 10 to <15 | 5676 (35·0%) | 30·8% | .. | |
| Male | 8283 (51·0%) | 32·9% | .. | |
| Female | 7953 (49·0%) | 32·5% | .. | |
| No | 4189 (25·8%) | 38·0% | 1 (ref) | |
| Yes | 12 047 (74·2%) | 30·8% | 0·66 (0·61–0·72) | |
| Head not treated | ||||
| No | 10 817 (66·6%) | 22·0% | 1 (ref) | |
| Yes | 5419 (33·4%) | 54·0% | 4·21 (3·77–4·71) | |
| Socioeconomic status | ||||
| Poorest | 4813 (29·6%) | 31·2% | 1 (ref) | |
| Poor | 8463 (52·1%) | 32·2% | 1·07 (0·94–1·20) | |
| Least poor | 2960 (18·2%) | 36·4% | 1·32 (1·13–1·55) | |
| Large size | ||||
| No | 7820 (48·2%) | 32·2% | .. | |
| Yes | 8416 (51·8%) | 33·2% | .. | |
| Remote | ||||
| No | 13 095 (80·6%) | 33·6% | 1 (ref) | |
| Yes | 3141 (19·3%) | 28·9% | 0·85 (0·73–0·98) | |
| Urban or periurban location | ||||
| No | 12 079 (74·4%) | 31·9% | 1 (ref) | |
| Yes | 4157 (25·6%) | 35·0% | 1·17 (1·04–1·33) | |
Multivariable logistic regression with robust SEs was done to account for household clustering. Odds ratios and 95% CIs are provided for the variables with the lowest Bayesian Information Criterion when all possible subsets of candidate predictors were modelled.
Frequency of non-treatment by individual and household characteristics and association with selected predictors in round one of mass drug administration among adults
| 15 to <20 | 3889 (19·4%) | 44·8% | 1 (ref) | |
| 20 to <25 | 2612 (13·0%) | 53·0% | 1·39 (1·26–1·54) | |
| 25 to <30 | 2509 (12·5%) | 47·4% | 1·12 (1·01–1·25) | |
| 30 to <35 | 2243 (11·2%) | 41·2% | 0·87 (0·78–0·97) | |
| 35 to <45 | 3398 (16·9%) | 33·9% | 0·64 (0·58–0·70) | |
| 45 to <55 | 2329 (11·6%) | 33·2% | 0·63 (0·56–0·70) | |
| 55 to <65 | 1682 (8·4%) | 32·9% | 0·62 (0·55–0·71) | |
| ≥65 | 1429 (7·1%) | 37·7% | 0·77 (0·68–0·88) | |
| Male | 9364 (46·6%) | 39·0% | 1 (ref) | |
| Female | 10 727 (53·4%) | 42·9% | 1·14 (1·08–1·20) | |
| Socioeconomic status | ||||
| Poorest | 5226 (26·0%) | 40·7% | .. | |
| Poor | 10 451 (52·0%) | 41·1% | .. | |
| Least poor | 4414 (22·0%) | 41·5% | .. | |
| Large size | ||||
| No | 12 080 (60·1%) | 39·6% | 1 (ref) | |
| Yes | 8011 (39·9%) | 43·3% | 1·13 (1·05–1·22) | |
| Remote | ||||
| No | 16 580 (82·5%) | 41·1% | .. | |
| Yes | 3511 (17·5%) | 41·0% | .. | |
| Urban or periurban location | ||||
| No | 14 174 (70·5%) | 40·9% | .. | |
| Yes | 5917 (29·5%) | 41·5% | .. | |
Multivariable logistic regression with robust SEs was done to account for household clustering. Odds ratios and 95% CIs are provided for the variables with the lowest Bayesian Information Criterion when all possible subsets of candidate predictors were modelled.
Association between baseline individual and household characteristics and part or no treatment in children
| Number (%) | Odds ratio (95% CI) | Number (%) | Odds ratio (95% CI) | |||
|---|---|---|---|---|---|---|
| 2 to <5 | 1214 (31·9%) | 1982 (52·1%) | .. | 608 (16·0%) | .. | |
| 5 to <10 | 2327 (34·4%) | 3559 (52·7%) | .. | 870 (12·9%) | .. | |
| 10 to <15 | 1855 (32·7%) | 3129 (55·1%) | .. | 692 (12·2%) | .. | |
| Male | 2760 (33·3%) | 4415 (53·3%) | .. | 1108 (13·4%) | .. | |
| Female | 2636 (33·1%) | 4255 (53·5%) | .. | 1062 (13·3%) | .. | |
| No | 1264 (30·2%) | 2239 (53·4%) | 1 (ref) | 686 (16·4%) | 1 (ref) | |
| Yes | 4132 (34·3%) | 6431 (53·4%) | 0·86 (0·79–0·93) | 1484 (12·3%) | 0·63 (0·55–0·71) | |
| Socioeconomic status | ||||||
| Poorest | 1631 (33·9%) | 2619 (54·4%) | 1 (ref) | 563 (11·7%) | 1 (ref) | |
| Poor | 2878 (34·0%) | 4453 (52·6%) | 0·96 (0·85–1·09) | 1132 (13·4%) | 1·17 (0·99–1·39) | |
| Least poor | 887 (30·0%) | 1598 (54·0%) | 1·15 (0·98–1·34) | 475 (16·0%) | 1·67 (1·33–2·08) | |
| Large size | ||||||
| No | 2552 (32·6%) | 4235 (54·2%) | .. | 1033 (13·2%) | .. | |
| Yes | 2844 (33·8%) | 4435 (52·7%) | .. | 1137 (13·5%) | .. | |
| Remote | ||||||
| No | 4302 (32·8%) | 6981 (53·3%) | .. | 1812 (13·8%) | .. | |
| Yes | 1094 (34·8%) | 1689 (53·8%) | .. | 358 (11·4%) | .. | |
| Urban or periurban location | ||||||
| No | 4156 (34·4%) | 6317 (52·3%) | 1 (ref) | 1606 (13·3%) | 1 (ref) | |
| Yes | 1240 (29·8%) | 2353 (56·6%) | 1·27 (1·12–1·44) | 564 (13·6%) | 1·22 (1·03–1·45) | |
Multivariable logistic regression with robust SEs was done to account for household clustering. Odds ratios and 95% CIs are provided for the variables with the lowest Bayesian Information Criterion when all possible subsets of candidate predictors were modelled.
Association between baseline individual and household characteristics and part or no treatment in adults
| Number (%) | Odds ratio (95% CI) | Number (%) | Odds ratio (95% CI) | |||
|---|---|---|---|---|---|---|
| 15 to <20 | 698 (17·9%) | 2318 (59·6%) | 1 (ref) | 873 (22·4%) | 1 (ref) | |
| 20 to <25 | 329 (12·6%) | 1555 (59·5%) | 1·41 (1·22–1·63) | 728 (27·9%) | 1·81 (1·53–2·14) | |
| 25 to <30 | 464 (18·5%) | 1474 (58·7%) | 0·94 (0·82–1·08) | 571 (22·8%) | 1·02 (0·86–1·20) | |
| 30 to <35 | 589 (26·3%) | 1276 (56·9%) | 0·65 (0·57–0·74) | 378 (16·8%) | 0·53 (0·45–0·62) | |
| 35 to <45 | 1088 (32·0%) | 1853 (54·5%) | 0·51 (0·46–0·57) | 457 (13·4%) | 0·35 (0·30–0·40) | |
| 45 to <55 | 830 (35·6%) | 1185 (50·9%) | 0·43 (0·38–0·49) | 314 (13·5%) | 0·31 (0·27–0·37) | |
| 55 to <65 | 628 (37·3%) | 802 (47·7%) | 0·39 (0·34–0·45) | 252 (15·0%) | 0·34 (0·28–0·40) | |
| ≥65 | 469 (32·8%) | 707 (49·5%) | 0·46 (0·39–0·53) | 253 (17·7%) | 0·46 (0·38–0·55) | |
| Male | 2554 (27·3%) | 5026 (53·7%) | 1 (ref) | 1784 (19·0%) | 1 (ref) | |
| Female | 2541 (23·7%) | 6144 (57·3%) | 1·18 (1·11–1·25) | 2042 (19·0%) | 1·09 (1·01–1·18) | |
| Socioeconomic status | ||||||
| Poorest | 1321 (25·3%) | 2976 (56·9%) | .. | 929 (17·8%) | .. | |
| Poor | 2637 (25·2%) | 5828 (55·8%) | .. | 1986 (19·0%) | .. | |
| Least poor | 1137 (25·8%) | 2366 (53·6%) | .. | 911 (20·6%) | .. | |
| Large size | ||||||
| No | 3202 (26·5%) | 6749 (55·9%) | 1 (ref) | 2129 (17·6%) | 1 (ref) | |
| Yes | 1893 (23·6%) | 4421 (55·2%) | 1·03 (0·94–1·12) | 1697 (21·2%) | 1·24 (1·10–1·39) | |
| Remote | ||||||
| No | 4206 (25·4%) | 9167 (55·3%) | .. | 3207 (19·3%) | .. | |
| Yes | 889 (25·3%) | 2003 (57·0%) | .. | 619 (17·6%) | .. | |
| Urban or periurban location | ||||||
| No | 3678 (25·9%) | 7802 (55·0%) | .. | 2694 (19·0%) | .. | |
| Yes | 1417 (23·9%) | 3368 (56·9%) | .. | 1132 (19·1%) | .. | |
Multivariable logistic regression with robust SEs was done to account for household clustering. Odds ratios and 95% CIs are provided for the variables with the lowest Bayesian Information Criterion when all possible subsets of candidate predictors were modelled.