| Literature DB >> 32073598 |
Francesco Gesualdo1, Angelo D'Ambrosio2, Eleonora Agricola1, Luisa Russo1, Ilaria Campagna1, Beatrice Ferretti1, Elisabetta Pandolfi1, Marco Cristoforetti3, Alberto E Tozzi1, Caterina Rizzo1.
Abstract
BACKGROUND: Social media monitoring during TV broadcasts dedicated to vaccines can provide information on vaccine confidence. We analyzed the sentiment of tweets published in reaction to two TV broadcasts in Italy dedicated to vaccines, one based on scientific evidence [Presadiretta (PD)] and one including anti-vaccine personalities [Virus (VS)].Entities:
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Year: 2020 PMID: 32073598 PMCID: PMC7292342 DOI: 10.1093/eurpub/ckaa022
Source DB: PubMed Journal: Eur J Public Health ISSN: 1101-1262 Impact factor: 3.367
General characteristics of users and tweets by broadcast
| Broadcast |
| Total | ||
|---|---|---|---|---|
| Presadiretta (PD) | Virus (VS) | |||
| Users— | 3183 (58.4%; 57.1–59.7%) | 2637 (48.4%; 47.1–49.7%) | <0.001 | 5447 (100%) |
| Friends by user—median (IQR) | 322 (122–864) | 435 (155–1090) | <0.001 | 360 (131–949) |
| Followers by user—median (IQR) | 224 (60–787) | 411 (121–1330) | 0.281 | 284 (75–994) |
| Tweets by user—median (IQR) | 2990 (569–12 300) | 6960 (1540–23 300) | <0.001 | 4070 (806–16 300) |
| Total tweets— | 7960 (65.4%; 64.5–66.2%) | 4220 (34.6%; 33.8–35.5%) | <0.001 | 12 180 (100%) |
| Original tweets— | 2494 (31.3%; 30.3–32.4%) | 1546 (36.6%; 35.2–38.1%) | <0.001 | 4040 (33.2%; 32.3–34%) |
| Replies— | 664 (8.34%; 7.74–8.97%) | 376 (8.91%; 8.07–9.81%) | 0.286 | 1040 (8.54%; 8.05–9.05%) |
| Retweets— | 4802 (60.3%; 59.2–61.4%) | 2,298 (54.5%; 52.9–56%) | <0.001 | 7100 (58.3%; 57.4–59.2%) |
| Tweets before broadcast— | 1119 (14.1%; 13.3–14.8%) | 807 (19.1%; 17.9–20.3%) | <0.001 | 1926 (15.8%; 15.2–16.5%) |
| Tweets during broadcast— | 5293 (66.5%; 65.4–67.5%) | 591 (14%; 13–15.1%) | <0.001 | 5884 (48.3%; 47.4–49.2%) |
| Tweets after broadcast— | 1548 (19.4%; 18.6–20.3%) | 2822 (66.9%; 65.4–68.3%) | <0.001 | 4370 (35.9%; 35–36.7%) |
| Positive tweets— | 3712 (46.6%; 45.5–47.7%) | 2367 (56.1%; 54.6–57.6%) | <0.001 | 6079 (49.9%; 49–50.8%) |
| Negative tweets— | 875 (11%; 10.3–11.7%) | 340 (8.06%; 7.25–8.92%) | <0.001 | 1215 (9.98%; 9.45–10.5%) |
| Neutral tweets— | 3292 (41.4%; 40.3–42.4%) | 1,254 (29.7%; 28.3–31.1%) | <0.001 | 4546 (37.3%; 36.5–38.2%) |
| Question tweets— | 58 (0.729%; 0.554–0.941%) | 6 (0.142%; 0.0522–0.309%) | <0.001 | 64 (0.525%; 0.405–0.671%) |
| Unclear tweets— | 23 (0.289%; 0.183–0.433%) | 253 (6%; 5.3–6.75%) | <0.001 | 276 (2.27%; 2.01–2.55%) |
| Positive/negative ratio (95% CI) | 4.24 (3.94, 4.57) | 6.96 (6.21, 7.82) | <0.001 | 5 (4.7, 5.33) |
Poisson regression.
Logistic regression.
Quasi-Poisson regression (cfr. methods).
Figure 1Hourly trend of tweets in the time period relative to PD and VS. Panel A shows the trend in the original scale, Panel B uses a smaller scale, limited at 1000 tweets per hour
Figure 2Proportion of tweets with positive and negative sentiment, by hour. The green and the red lines represent the overall trends of positive and negative tweets, respectively, computed by Loess regression
Odds ratio and 95% CI for tweets’ positive sentiment (vs. negative sentiment) by users’ characteristics
| Presadiretta | Virus | Total | |
|---|---|---|---|
| Recurrent (ref. ‘No’) | 3.26 (2.22–4.79) | 1.47 (0.951–2.27) | 2.59 (1.93–3.46) |
| Number of statuses (tens of tweets) | 1.12 (1.02–1.22) | 1.25 (0.854–1.83) | 1.06 (0.988–1.15) |
| % Tweets | 0.885 (0.862–0.909) | 0.928 (0.895–0.963) | 0.895 (0.876–0.914) |
| % Retweets | 1.21 (1.18–1.25) | 1.18 (1.13–1.23) | 1.2 (1.17–1.23) |
| % Replies | 0.84 (0.808–0.874) | 0.844 (0.807–0.883) | 0.845 (0.82–0.87) |
| % Tweets during broadcast | 1.03 (0.999–1.06) | 0.865 (0.835–0.897) | 0.935 (0.915–0.954) |
| % Tweets after broadcast | 0.974 (0.947–1) | 1.16 (1.12–1.2) | 1.07 (1.05–1.09) |
| User followers | 1.95 (1.72–2.21) | 0.971 (0.802–1.18) | 1.68 (1.52–1.86) |
| User tweets | 1.61 (1.44–1.79) | 0.879 (0.732–1.05) | 1.46 (1.33–1.59) |
| User friends | 2.08 (1.8–2.41) | 1.14 (0.909–1.43) | 1.83 (1.63–2.06) |
The univariate analysis took into account change in odds for a 10% increase.
Change in odds for an unit increase on the log 10 scale.