| Literature DB >> 35262737 |
Ying Liu1, Joacim Rocklöv2,3.
Abstract
Entities:
Keywords: B.1.1.529; Delta variant; Omicron variant; R0; Re; SARS-CoV-2; effective reproduction number; the basic reproduction number; variants of concern
Mesh:
Year: 2022 PMID: 35262737 PMCID: PMC8992231 DOI: 10.1093/jtm/taac037
Source DB: PubMed Journal: J Travel Med ISSN: 1195-1982 Impact factor: 8.490
Published estimates of R0 and Re for the Omicron variant of SARS-CoV-2
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| First author | Location | Study date | Methods | ROmicron in relation to RDelta | ||
| Yu, Yangyang | South Africa | 12 June 2020–1 November 2021 | Estimated using susceptible-exposed-infectious-hospitalized-recovered-death (SEIHRD) model to get dynamics of Omicron, and ignored the impact of re-infection and the effects of vaccination | 3.76 | ||
| Nicolò Gozzi | South Africa | 1 May–23 November 2021 | Based on a compartmental model | 0.25–3 | ||
| Thomas J. Hladish | Florida, USA | December 2021 | A data-driven, stochastic, discrete-time, agent based model with an explicit representation of people and places and calculating omicron’s transmission advantage as the ratio of the basic reproduction numbers of omicron and delta | 2 | ||
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| Nishiura, H. | Gauteng Province, South Africa | September–November 2021 | Assume the effective reproduction number of the Omicron variant elicited 4.2 times higher transmissibility than the Delta variant in its early stage | 4.2 | ||
| Kimihito Ito | Denmark | As of 18 December 2021 | The effective reproduction number of Omicron at a time point is 3.19 greater than that of Delta under the same epidemiological conditions | 3.19 | ||
| Ferenc A. Bartha | South-Africa and UK | December 2021 | Employing a compartmental model of disease dynamics | 4 | ||
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| First author | Location | Study date | Methods | R estimates | 95% CI | |
| Huang Senzhong | South Africa | 18 October–28 November 2021 | Used and SEIR model and the web APP EpiSIX for the model fitting. Assumed that the mean incubation periods and infectious periods of Omicron and Delta were similar. | 5.5 | / | |
| Kaiming Bi | Worldwide | November, 2021 | An artificial Intelligence model, which has been trained with tens of thousands of experimental data and extensively validated by experimental results on SARS-CoV-2 | 11.88 | 9.16–14.61 | |
| Ferenc A. Bartha | South-Africa | December, 2021 | A transmission dynamics model with pre-existing immunity, choosing population immunity in South Africa = 0 0.85 | 1.5–24 | / | |
| Ferenc A. Bartha | South-Africa | December, 2021 | A transmission dynamics model with pre-existing immunity, restricting the attention to a more feasible immune evasion region | 1.5–13 | / | |
| Talha Khan Burki | Worldwide | December, 2021 | / | 10 | / | |
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| Kaiming Bi | 25 low and middle-income countries | Prior to 5 December 2021 | Immunity-based effective reproduction number, which was based on reported vaccination levels and estimates of infection-acquired immunity, and recent estimates for the transmissibility and immune-evasiveness of the Omicron variant | 7.0–9.4 | / | |
| Ontario Agency for Health Protection and Promotion | UK | As of 13 December 2021 | Logistic growth model based on generation times of 5.2 days and a coefficient of variation of 2/3 | 3.7 | 3.3–4.2 | |
| Jan-Diederik | The Netherlands | December 2021 | An open-source stochastic Susceptible-Infectious-Removed fast-model | 0.88 | / | |
| Rajesh Ranjan | India | As of 10 January 2022 | Using generation time versus serial interval | 2.33 | / | |
| Raquel Viana | South Africa | Early November–early December 2021 | Using a phylodynamic model that accounts for variable genome sampling through time (birth-death skyline model) yields doubling times of Omicron | 2.74–2.79 | / | |
| Barnard, R.C. | England | Up to 1 December 2021 | Transmission model, assuming a generation interval of 5.5 days with standard deviation 1.8 days | 4 | / | |
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| Dasom Kim | South Korea | November 25–December 16, 2021 | Estimated using exponential growth rate and mean generation interval assumptions | 1.72 | 1.60–1.85 | |
*All the references can be found in Supplementary Materials available as Supplementary data at JTM online.