Artículo de revisión

Published on 28 de septiembre de 2022 | http://doi.org/10.5867/medwave.2022.08.2552

Analysis of SEIR-type models used at the beginning of COVID-19 pandemic reported in high-impact journals

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Characteristics of the included SEIR-type models studies on COVID-19.
First author1JournalMonth of publication (2020)Subject categoriesModelReference
Kiesha, P et al.Lancet public healthMarchMed.PHEOHSEAIR[16]
Rocklöv, J et alJournal of travel medicineFebruaryMed.PHEOHSEIR[17]
Li, Y et al.Infectious diseases of povertyJulyMed.PHEOHSEIPR[18]
Zu, J et al.Infectious diseases of povertyJulyMed.PHEOHSEIQR[19]
Chen, T et al.Infectious diseases of povertyFebruaryMed.PHEOHSEIR[20]
Wan, K et al.Journal of global healthAprilMed.PHEOHSEIR[21]
Kim, S et al.International journal of infectious diseasesMayMed.IDSEIQR[22]
Tang, B et al.International journal of infectious diseasesJulyMed.IDSEIQR[23]
Hu, Z et al.International journal of infectious diseasesAprilMed.IDSEIQR[24]
Linka, K et al.Computational mechanicsAugustMat.ASEIR[25]
Linka, K et al.Computational mechanicsJulyMat.ASEIR[26]
Péni, T et al.Nonlinear dynamicsDecemberMat.ASEAIQR[27]
Zhai, S et al.Nonlinear dynamicsSeptemberMat.ASEIQR[28]
Biswas, S et al.Nonlinear dynamicsSeptemberMat.ASEAIPQR[29]
Conghui, X et al.Nonlinear dynamicsSeptemberMat.ASEIQR[30]
Khyar, O et al.Nonlinear dynamicsSeptemberMat.ASEIR[31]
Huang, J et al.Nonlinear dynamicsAugustMat.ASEIPQR[32]
Saha, S et al.Nonlinear dynamicsAugustMat.ASEAIQR[33]
Lu, Z et al.Nonlinear dynamicsAugustMat.ASEIQR[34]
Kwuimy, C. A. K et al.Nonlinear dynamicsJulyMat.ASEIR[35]
Rohith, G et al.Nonlinear dynamicsJuneMat.ASEIR[36]
Rajagopal, K et al.Nonlinear dynamicsJuneMat.ASEIR[37]
Sun, G. Q et al.Nonlinear dynamicsJuneMat.ASEIQR[38]
He, S et al.Nonlinear dynamicsJuneMat.ASEIQR[39]
Ivorra, B et al.Communications in nonlinear science and numerical simulationAprilMat.ASEIPR[40]
Dong, N. P et al.Communications in nonlinear science and numerical simulationAprilMat.ASEIR[41]
Kumar, S et al.Numerical methods for partial differential equationsNovemberMat.ASEIR[42]
Alqarni, M. S et al.Numerical methods for partial differential equationsNovemberMat.ASEAIR[43]
Logeswari, K et al.Numerical methods for partial differential equationsOctoberMat.ASEAIR[44]
Safare, K. M et al.Numerical methods for partial differential equationsOctoberMat.ASEIR[45]
Naveed, M et al.Cmc-computers materials & continuaMayMat.MaSSEAIR[46]
Naveed, Met al.Cmc-computers materials & continuaJuneMat.MaSSEAIR[47]

Med.ID, infectious disease. Med.PHEOH, public health, enviromenttal and ocupational health. applied mathematics; Mat.Mas, modeling and simulation. infectious disease; Mat.A, aplied mathematics. modeling and simulation; S, susceptible; E, exposed; A, asymptomatic; I, infected; P, partial quarantine; Q, complete quarantine; R, recovered.

1The year of publication was not included since they all correspond to 2020.

Source: Prepared by the authors of this study.