| Literature DB >> 33244671 |
Nilofar Massoudi1, Babak Mohit2.
Abstract
PURPOSE: The influenza vaccine is essential in reducing the influenza burden, especially among healthcare workers (HCW). Experimental studies suggest both coronaviruses and influenza viruses engage with the angiotensin-converting enzyme 2 (ACE 2) and tetraspanin antibodies, and that ACE 2 tetraspanin antibodies in turn may inhibit both coronavirus and low-pathogenicity influenza A viruses (LP IAV) infections. This study aims to investigate the potential clinical association between receiving the 2019 influenza vaccine and the incidence of COVID-19 among HCW.Entities:
Keywords: COVID-19; case–control; coronavirus; healthcare workers; influenza; vaccine
Mesh:
Substances:
Year: 2020 PMID: 33244671 PMCID: PMC7690338 DOI: 10.1007/s10875-020-00925-0
Source DB: PubMed Journal: J Clin Immunol ISSN: 0271-9142 Impact factor: 8.542
Characteristics of the sample based on exposure to the Influenza vaccine
| Vaccinated | Not vaccinated | Total | Probability of vaccination | Odds of vaccination | OR for vaccination | 95% CI | ||
|---|---|---|---|---|---|---|---|---|
(% of total) | 90 (34.48%) | 171 (65.52%) | 261 (100.00%) | 0.34 | 0.53 | |||
| Median age (years) | 40 | 38 | 39 | |||||
| Mean age (years) | 40.88 | 38.80 | 39.52 | |||||
Age > mean age (39.52 years) (% of column | 40 (44.44%) | 90 (52.63%) | 130 (49.81%) | 0.31 | 0.44 | 0.72 | 0.43 to 1.21 | 0.21 |
Female gender (% of column | 43 (47.78%) | 77 (45.03%) | 120 (45.98%) | 0.36 | 0.56 | 1.12 | 0.67 to 1.86 | 0.67 |
Clinical job (% of column | 78 (86.67%) | 152 (88.89%) | 230 (88.12%) | 0.34 | 0.51 | 0.81 | 0.38 to 1.76 | 0.60 |
Non-clinical job (% of column | 12 (13.33%) | 19 (11.11%) | 31 (11.88%) | 0.39 | 0.63 | 1.23 | 0.57 to 2.66 | 0.60 |
High school education (% of column | 20 (22.22%) | 28 (16.37%) | 48 (18.39%) | 0.42 | 0.71 | 1.46 | 0.77 to 2.77 | 0.25 |
College education (% of column | 37 (41.11%) | 84 (49.12%) | 121 (46.36%) | 0.31 | 0.44 | 0.72 | 0.43 to 1.21 | 0.22 |
Graduate education (% of column | 33 (36.67%) | 59 (34.50%) | 92 (35.25%) | 0.36 | 0.56 | 1.10 | 0.65 to 1.87 | 0.73 |
In calculating the percentages, 90/261 = 34.48% of the 261 study participants were vaccinated, therefore yielding a probability of 0.34 and an odds of vaccination of 0.34/(1–0.34) = 0.51. In controlling for confounders, we found that 43/90 = 47.78% vaccinated study participants were female, while 77/171 = 45.03% of the non-vaccinated participants were female, and females represented 120/261 = 45.98% of the total study participants. The probability of vaccination among females was 43/120 = 0.36, yielding an odds of 0.56. Therefore, the odds ratio of female symptoms (vs male symptoms, not shown for brevity) was 1.12, revealing that females were more likely than males to have been vaccinated. However, this was not significant (p = 0.67) as the confidence interval of the odds ratio ranges from as low as 0.67 to as high as 1.76, where the former figure reveals that females may have been less likely to have been vaccinated. Figures presented for other confounders of clinical job, and education level were calculated similarly, and for clarity, both clinical job and its counterfactual (non-clinical job) are displayed
Characteristics of the study participants based on presentation of pulmonologist-confirmed COVID-19 symptoms
| Symptomatic | Asymptomatic | Total | Incidence of symptoms | Odds of symptoms | OR for symptoms (vs counterfactual) | 95% CI | ||
|---|---|---|---|---|---|---|---|---|
(% of total) | 80 (30.65%) | 181 (69.35%) | 261 (100%) | 0.31 | 0.44 | N/A | N/A | N/A |
| Median age (years) | 38 | 40 | 39 | N/A | N/A | N/A | N/A | N/A |
| Mean age (years) | 38.94 | 39.77 | 39.52 | N/A | N/A | N/A | N/A | N/A |
Age > mean age (39.52 years) (% of column | 43 (53.75%) | 87 (48.07%) | 130 (49.81%) | 0.33 | 0.49 | 1.26 | 0.74 to 2.13 | 0.40 |
Female gender (% of column | 35 (43.75%) | 85 (46.96%) | 120 (45.98%) | 0.29 | 0.41 | 0.88 | 0.52 to 1.49 | 0.63 |
Clinical job (% of column | 69 (86.25%) | 161 (88.95%) | 230 (88.12%) | 0.30 | 0.43 | 0.78 | 0.35 to 1.71 | 0.53 |
Non-clinical job (% of column | 11 (13.75%) | 20 (11.05%) | 31 (11.88%) | 0.35 | 0.55 | 1.28 | 0.58 to 2.82 | |
High school education (% of column n with high school education) | 21 (26.25%) | 27 (14.92%) | 48 (18.39%) | 0.44 | 0.78 | 2.03 | 1.07 to 3.87 | 0.03 |
College education (% of column | 33 (41.25%) | 88 (48.62%) | 121 (46.36%) | 0.27 | 0.38 | 0.74 | 0.44 to 1.26 | 0.27 |
Graduate education (% of column | 26 (32.50%) | 66 (36.46%) | 92 (35.25%) | 0.28 | 0.39 | 0.84 | 0.48 to 1.46 | 0.54 |
In calculating the percentages, 80/261 = 30.65% of the 261 study participants presented symptoms, therefore yielding an incidence ratio of 0.31 and an odds of symptoms of 0.31/(1–0.31) = 0.44. In controlling for confounders, we found that 35/80 = 43.75% symptomatic patients were female, while 85/181 = 46.96% of the controls were female, and females represented 120/261 = 45.98% of the total study participants. The incidence of symptoms among females was 35/120 = 0.29, yielding an odds of 0.41. Therefore, the odds ratio of female symptoms (vs male symptoms, not shown for brevity) was 0.88, revealing that females were less likely than males to present as symptomatic. However, this was not significant (p = 0.63) as the confidence interval of the odds ratio ranges from as low as 0.52 to as high as 1.49, where the latter figure reveals that females may be at more risk for presenting symptoms. Figures presented for other confounders of clinical job, and education level were calculated similarly, and for clarity, both clinical job and its counterfactual (non-clinical job) are displayed
Characteristics of study participants RT-PCR tested for COVID-19
| Test positive | Test negative | Total | Incidence of positive test | Odds of positive test | OR for positive test (vs counterfactual) | 95% CI | ||
|---|---|---|---|---|---|---|---|---|
(% of total) | 78 (93.98%) | 5 (6.02%) | 83 (100%) | 0.94 | 15.60 | |||
| Median age (years) | 38 | 40 | 38 | |||||
| Mean age (years) | 38.77 | 40.60 | 38.88 | |||||
Age > mean age (39.52 years) (% of column | 42 (53.85%) | 1 (20.00%) | 43 (51.81%) | 0.98 | 42.00 | 4.67 | 0.50 to 43.66 | 0.14 |
Female gender (% of column | 32 (41.03%) | 2 (40.00%) | 34 (40.96%) | 0.94 | 16.00 | 1.04 | 0.16 to 6.60 | 0.96 |
Clinical job (% of column | 67 (85.90%) | 5 (100.00%) | 72 (86.75%) | 0.93 | 13.40 | N/A | N/A | N/A |
Non-clinical job (% of column | 11 (14.10%) | 0 (0.00%) | 11 (13.25%) | 1.00 | N/A | |||
High school education (% of column | 21 (26.92%) | 1 (20.00%) | 22 (26.51%) | 0.95 | 21.00 | 1.47 | 0.16 to 13.95 | 0.73 |
College education (% of column | 31 (39.74%) | 1 (20.00%) | 32 (38.55%) | 0.97 | 31.00 | 2.64 | 0.28 to 24.73 | 0.38 |
Graduate education (% of column | 26 (33.33%) | 3 (60.00%) | 29 (34.94%) | 0.90 | 8.67 | 0.33 | 0.05 to 2.12 | 0.23 |
In calculating the percentages, 78/83 = 93.98% of the 83 study RT-PCR tested participants presented a positive RT-PCR test, therefore yielding an incidence ratio of a positive test of 0.94 and an odds of a positive test of 0.94/(1–0.94) = 15.60. In controlling for confounders, we found that 32/78 = 41.03% test positive patients were female, while 2/5 = 40.00% of the tested with a negative test were female, and females represented 34/83 = 40.96% of the total participants tested. The incidence of a positive test among females was 32/34 = 0.94, yielding an odds of 16.00. Therefore, the odds ratio of a female positive test (vs male positive test, not shown for brevity) was 1.04, revealing that females were less likely than males to present as test positive. However, this was not significant (p = 0.96) as the confidence interval of the odds ratio ranges from as low as 0.16 to as high as 13.95, where the former figure reveals that females may be less likely than males to reveal a positive test. Figures presented for other confounders of clinical job, and education level were calculated similarly, and for clarity, both clinical job and its counterfactual (non-clinical job) are displayed
Association of 2019 influenza vaccine exposure with pulmonologist-confirmed symptoms of COVID-19
| Exposure | Symptomatic | Asymptomatic | Total | Incidence of symptoms | Odds of symptoms | OR for symptoms | 95% CI | |
|---|---|---|---|---|---|---|---|---|
Vaccinated (% of column | 3 (3.75%) | 87 (48.07%) | 90 (34.48%) | 0.03 | 0.03 | 0.04 | 0.01 to 0.14 | < 0.001 |
Not vaccinated (% of column | 77 (96.25%) | 94 (51.93%) | 171 (65.52%) | 0.45 | 0.82 | 23.76 | 7.23 to 78.06 | |
(% of total | 80 (30.65%) | 181 (69.35%) | 261 (100.00%) | 0.31 | 0.44 |
In calculating the percentages, of the 80 people who presented COVID-19 symptoms 3/80 = 3.75% had been previously vaccinated for influenza. Among the 181 symptom free controls, 87/181 = 48.07% had been previously vaccinated for influenza. The incidence of COVID-19 symptoms among those previously vaccinated for influenza was 3/90 = 0.03 yielding an odds of 0.03/(1–0.03) = 0.03. The incidence of COVID-19 symptoms among those previously not vaccinated for influenza was 77/171 = 0.45 yielding an odds of 0.45/(1–0.45) = 0.82. Therefore, the odds ratio of developing symptoms among those who were vaccinated (vs those who were not) is 0.03/0.82 = 0.04, which was highly significant, and with a confidence interval between 0.01 and 0.14 is consistent and may be indicative of a protective association of the influenza vaccine against COVID-19 symptoms. The odds ratio of developing symptoms among those who were not vaccinated (vs those who were) is 0.82/0.03 = 23.76, which was highly significant, and with a confidence interval between 7.23 and 78.06 is consistent and may be indicative that being unvaccinated is associated with a higher risk of developing COVID-19 symptoms. Overall, of the 261 study participants, 80/261 = 30.65% developed COVID-19 symptoms, 181/261 = 69.35% were symptom free, 90/261 = 34.48% had been vaccinated for influenza, and 171/261 = 65.52% had not received the influenza vaccine
Fig. 1Forest plot depicting the odds ratio (OR) and 95% confidence interval (CI) of the association between the incidence of COVID-19 and parameters considered. The horizontal line separates factors in the study. The upper panel is the factors related to the entire sample of healthcare workers (HCW) as enumerated in Table 2 and Table 4, while the lower panel depicts factors related to the subsample of tested HCW enumerated in Table 3 and Table 5. The horizontal axis is a measure of odds ratio (OR) and is on a logarithmic scale. The dotted vertical line is a depiction of OR = 1. Points in the middle of the colored lines (each representing the odds ratio associated with one factor) depict the point estimate of the OR (quantified before the parentheses in the legend), while points at the left and right ends depict the extremes of the 95% confidence interval (quantified within the parentheses in the legend). The colored lines that do not cut through the dotted line indicate statistical significance. The OR reveals a significant association between the incidence of COVID-19 and the 2019 influenza vaccine both among the upper panel (n = 261 enrolled HCW), and the lower panel (n = 83 HCW)
Association of 2019 influenza vaccine exposure with COVID-19 confirmed by RT-PCR testing
| Exposure | Test positive | Test negative | Total tested | Incidence of positive test | Odds of positive test | OR for positive test | 95% CI | |
|---|---|---|---|---|---|---|---|---|
Vaccinated (% of column | 4 (5.13%) | 4 (80.00%) | 8 (9.64%) | 0.50 | 1.00 | 0.01 | 0.00 to 0.15 | < 0.001 |
Not vaccinated (% of column | 74 (94.87%) | 1 (20.00%) | 75 (90.36%) | 0.99 | 74.00 | 74.00 | 6.64 to 824.94 | |
(% of total | 78 (93.98%) | 5 (6.02%) | (100.00%) | 0.94 | 15.60 |
In calculating the percentages, of the 78 people who presented a positive test for COVID-19, 4/78 = 5.13% had been previously vaccinated for influenza. Among the 5 test negative controls, 4/5 = 80.00% had been previously vaccinated for influenza. The incidence of a positive RT-PCR test among those previously vaccinated for influenza was 4/8 = 0.50 yielding an odds of 0.5(1–0.5) = 1.00. The incidence of a positive RT-PCR test among those previously not vaccinated for influenza was 74/75 = 0.99 yielding an odds of 0.99/(1–0.99) = 74.00. Therefore, the odds ratio of presenting a positive PCR test among those who were vaccinated (vs those who were not) is 1/74.00 = 0.01, which was highly significant, and with a confidence interval between 0.00 to 0.15 is consistent and may be indicative of a protective association of the influenza vaccine against a positive RT-PCR test. The odds ratio of a positive RT-PCR test among those who were not vaccinated (vs those who were) is 74/1 = 74.00, which was highly significant, and with a confidence interval between 6.64 and 824.94 is consistent and may be indicative that being unvaccinated is associated with a higher risk of developing a positive RT-PCR test. Overall, of the 83 study participants, 78/83 = 93.98% developed a positive RT-PCR test, 5/83 = 6.02% presented a negative RT-PCR test, 8/83 = 9.64% had been vaccinated for influenza, and 75/83 = 90.36% had not received the influenza vaccine