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1.
Math Biosci Eng ; 17(5): 6240-6258, 2020 09 18.
Artículo en Inglés | MEDLINE | ID: mdl-33120597

RESUMEN

SARS-CoV-2 has now infected 15 million people and produced more than six hundred thousand deaths around the world. Due to high transmission levels, many governments implemented social distancing and confinement measures with different levels of required compliance to mitigate the COVID-19 epidemic. In several countries, these measures were effective, and it was possible to flatten the epidemic curve and control it. In others, this objective was not or has not been achieved. In far too many cities around the world, rebounds of the epidemic are occurring or, in others, plateaulike states have appeared, where high incidence rates remain constant for relatively long periods of time. Nonetheless, faced with the challenge of urgent social need to reactivate their economies, many countries have decided to lift mitigation measures at times of high incidence. In this paper, we use a mathematical model to characterize the impact of short duration transmission events within the confinement period previous but close to the epidemic peak. The model also describes the possible consequences on the disease dynamics after mitigation measures are lifted. We use Mexico City as a case study. The results show that events of high mobility may produce either a later higher peak, a long plateau with relatively constant but high incidence or the same peak as in the original baseline epidemic curve, but with a post-peak interval of slower decay. Finally, we also show the importance of carefully timing the lifting of mitigation measures. If this occurs during a period of high incidence, then the disease transmission will rapidly increase, unless the effective contact rate keeps decreasing, which will be very difficult to achieve once the population is released.


Asunto(s)
Control de Enfermedades Transmisibles/legislación & jurisprudencia , Infecciones por Coronavirus/epidemiología , Infecciones por Coronavirus/transmisión , Neumonía Viral/epidemiología , Neumonía Viral/transmisión , Algoritmos , Betacoronavirus , COVID-19 , Control de Enfermedades Transmisibles/métodos , Trazado de Contacto , Conductas Relacionadas con la Salud , Humanos , México/epidemiología , Modelos Teóricos , Pandemias , Probabilidad , Política Pública , SARS-CoV-2 , Aislamiento Social
2.
Math Biosci ; 325: 108370, 2020 07.
Artículo en Inglés | MEDLINE | ID: mdl-32387384

RESUMEN

Sanitary Emergency Measures (SEM) were implemented in Mexico on March 30th, 2020 requiring the suspension of non-essential activities. This action followed a Healthy Distance Sanitary action on March 23rd, 2020. The aim of both measures was to reduce community transmission of COVID-19 in Mexico by lowering the effective contact rate. Using a modification of the Kermack-McKendrick SEIR model we explore the effect of behavioral changes required to lower community transmission by introducing a time-varying contact rate, and the consequences of disease spread in a population subject to suspension of non-essential activities. Our study shows that there exists a trade-off between the proportion of the population under SEM and the average time an individual is committed to all the behavioral changes needed to achieve an effective social distancing. This trade-off generates an optimum value for the proportion of the population under strict mitigation measures, significantly below 1 in some cases, that minimizes maximum COVID-19 incidence. We study the population-level impact of three key factors: the implementation of behavior change control measures, the time horizon necessary to reduce the effective contact rate and the proportion of people under SEM in combating COVID-19. Our model is fitted to the available data. The initial phase of the epidemic, from February 17th to March 23rd, 2020, is used to estimate the contact rates, infectious periods and mortality rate using both confirmed cases (by date of symptoms initiation), and daily mortality. Data on deaths after March 23rd, 2020 is used to estimate the mortality rate after the mitigation measures are implemented. Our simulations indicate that the most likely dates for maximum incidence are between late May and early June, 2020 under a scenario of high SEM compliance and low SEM abandonment rate.


Asunto(s)
Control de Enfermedades Transmisibles , Infecciones por Coronavirus/prevención & control , Conductas Relacionadas con la Salud , Modelos Teóricos , Pandemias/prevención & control , Neumonía Viral/prevención & control , Conducta de Reducción del Riesgo , COVID-19 , Humanos , México , Aislamiento Social
3.
Math Biosci Eng ; 16(6): 7477-7493, 2019 08 16.
Artículo en Inglés | MEDLINE | ID: mdl-31698624

RESUMEN

Determining the role of age on the transmission of an infection is a topic that has received significant attention. In this work, a dataset of acute respiratory infections structured by age from San Luis Potosí, Mexico, is analyzed to understand the age impact on this class of diseases. To do that, a compartmental SEIRS multigroup model is proposed to describe the infection dynamics among age groups. Then, a Bayesian inference approach is used to estimate relevant parameters in the model such as the probability of infection, the average time that one individual remains infectious, the average time that one individual remains immune, and the force of infection, among others. Based on those estimates, our analysis leads us to conclude that children less than 5 years old are the primary spreaders of respiratory infections in San Luis Potosí's population from 2000 to 2008 since they are more prone to get sick, remain infectious for longer periods and they are reinfected more rapidly. On the other hand, the group of young adults (20-59) is the one that differs the most from the little children's group because it does not get sick often, it remains infectious only a few days and it stays healthy for longer periods. These observations allow us to infer that the group of young adults is the one that, on average, less contributed to the spread of this class of infections during the years represented in our database.


Asunto(s)
Susceptibilidad a Enfermedades , Infecciones por Virus Sincitial Respiratorio/transmisión , Infecciones del Sistema Respiratorio/transmisión , Adolescente , Adulto , Factores de Edad , Anciano , Teorema de Bayes , Niño , Preescolar , Control de Enfermedades Transmisibles , Brotes de Enfermedades , Femenino , Humanos , Lactante , Recién Nacido , Masculino , México/epidemiología , Persona de Mediana Edad , Modelos Estadísticos , Dinámica Poblacional , Probabilidad , Adulto Joven
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